From 24b6eee83bf760758d9b32afbc9a1b84cb0f5a16 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Fri, 30 Apr 2021 17:42:41 -0700 Subject: [PATCH 01/57] skeleton for epoch rejection. Unworking currently for hip 39 --- CHANGES.md | 6 + htof/parse.py | 139 +++++++++--------- .../Hip2/IntermediateData/HIP000039.d | 115 +++++++++++++++ .../Hip2/IntermediateData/HIP000040.d | 135 ----------------- .../Hip2/IntermediateData/HIP000070.d | 113 -------------- .../Hip2/IntermediateData/HIP000084.d | 97 ------------ htof/test/test_parse.py | 18 +-- setup.py | 2 +- 8 files changed, 200 insertions(+), 425 deletions(-) create mode 100644 htof/test/data_for_tests/Hip2/IntermediateData/HIP000039.d delete mode 100644 htof/test/data_for_tests/Hip2/IntermediateData/HIP000040.d delete mode 100644 htof/test/data_for_tests/Hip2/IntermediateData/HIP000070.d delete mode 100644 htof/test/data_for_tests/Hip2/IntermediateData/HIP000084.d diff --git a/CHANGES.md b/CHANGES.md index 995d338..b377dcc 100644 --- a/CHANGES.md +++ b/CHANGES.md @@ -1,3 +1,9 @@ +0.4.0 (2021-04-30) +------------------ +- Implemented a better data fix for Hip2 dvd data. This fixes most of the 8000 discrepant sources +that have the Hip2 dvd file-write error. +- Updated the flagged source list (hip2_dvd_flagged.txt). + 0.3.5 (2021-04-19) ------------------ - Fixed improper syntax calls to panda etc. so that warnings are silence in python 3.8 and beyond. diff --git a/htof/parse.py b/htof/parse.py index 0a2becc..6a566c2 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -123,10 +123,13 @@ def rejected_epochs(self): @rejected_epochs.setter def rejected_epochs(self, value): + residuals_to_reject, orbits_to_reject = value not_outlier = np.ones(len(self), dtype=bool) - np.put(not_outlier, value, False) - self.along_scan_errs, self.scan_angle = self.along_scan_errs[not_outlier], self.scan_angle[not_outlier] - self.residuals, self._epoch = self.residuals[not_outlier], self._epoch[not_outlier] + np.put(not_outlier, residuals_to_reject, False) + self.residuals, self.along_scan_errs = self.residuals[not_outlier], self.along_scan_errs[not_outlier] + not_outlier = np.ones(len(self), dtype=bool) + np.put(not_outlier, orbits_to_reject, False) + self._epoch, self.scan_angle = self._epoch[not_outlier], self.scan_angle[not_outlier] self._rejected_epochs = value def __add__(self, other): @@ -319,8 +322,8 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, header n_transits, nparam, catalog_f2, percent_rejected = header[2], get_nparam(header[4]), header[6], header[7] if attempt_adhoc_rejection: # must reject before inflating errors, otherwise F2 is around zero. - epochs_to_reject = find_epochs_to_reject(self, catalog_f2, n_transits, nparam, percent_rejected) - self.rejected_epochs = epochs_to_reject # setting rejected_epochs also rejects the epochs (see the @setter) + residuals_to_reject, orbits_to_reject = find_epochs_to_reject(self, catalog_f2, n_transits, nparam, percent_rejected) + self.rejected_epochs = [residuals_to_reject, orbits_to_reject] # setting rejected_epochs also rejects the epochs (see the @setter) if error_inflate: # adjust the along scan errors so that the errors on the best fit parameters match the catalog. # TODO check that oyu sohuld incorporate n_reject as well. @@ -392,77 +395,79 @@ def match_filename(paths, star_id): def find_epochs_to_reject(data: DataParser, catalog_f2, n_transits, nparam, percent_rejected): - atol_f2 = 0.1 # f2 must match to the catalog within this to be considered valid. + atol_f2 = 0.3 # f2 must match to the catalog within this to be considered valid. + chisquared_threshold = 0.1 # squareroot of the sum of the chisquared partials, above which something should be flagged # Calculate how many observations were probably rejected - n_reject = max(floor((percent_rejected - 1) / 100 * n_transits), 0) - max_n_reject = max(ceil((percent_rejected + 1) / 100 * n_transits), 1) - # Calculate z_score and grab the worst max_n_reject observations plus a few for wiggle room. - z_score = np.abs(data.residuals.values/data.along_scan_errs.values) - possible_rejects = np.arange(len(data))[np.argsort(z_score)[::-1]][:max_n_reject + 3] + # limit to 1 rejected epochs to combinatoric stress. + n_reject = 0#max(floor((percent_rejected - 1) / 100 * n_transits), 0) + max_n_reject = 1#max(ceil((percent_rejected + 1) / 100 * n_transits), 1) + possible_rejects = np.arange(len(data)) # Calculate f2 without rejecting any observations chisquared = np.sum((data.residuals.values/data.along_scan_errs.values)**2) f2 = compute_f2(n_transits - nparam, chisquared) + # calculate the chisquared partials + sin_scan = np.sin(data.scan_angle.values) + cos_scan = np.cos(data.scan_angle.values) + dt = data.epoch - 1991.25 + chi2_vector = (2 * data.residuals.values / data.along_scan_errs.values ** 2 * np.array( + [sin_scan, cos_scan, dt * sin_scan, dt * cos_scan])).T + sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector, axis=0) ** 2)) + # # Check if f2 agrees with the catalog. f2_matches_catalog = np.isclose(catalog_f2, f2, atol=atol_f2) - # - reject_idx = [] - if not f2_matches_catalog: - # If f2 does not agree with the catalog, reject observations trying to match the f2 value. - reject_idx_per_possibility = [] - f2_per_possibility = [] - while n_reject <= max_n_reject: + # check if the chisquared partials are small + stationary_point = sum_chisquared_partials < chisquared_threshold + resid_reject_idx = [] # index of the residual and along_scan error pair to throw out + orbit_reject_idx = [] # index of the orbit/scan_angle/time set to throw out. + if not f2_matches_catalog or not stationary_point: + # if f2 doesn't match and the solution is not a stationary point, then there is probably + # something wrong with this source. So try to fix it. + residual_to_keep = np.arange(len(data)) + found_epoch_to_reject = False + while n_reject < max_n_reject and not found_epoch_to_reject: # calculate f2 given sets of rejected observations of n_reject. n_reject += 1 combinations = set(itertools.combinations(possible_rejects, n_reject)) - idx = np.ones((len(combinations), len(data)), dtype=bool) - idx[[(i,) for i in range(len(combinations))], list(combinations)] = False - numerator = (data.along_scan_errs.values * idx) - numerator[np.isclose(numerator, 0)] = np.inf - chisquareds = np.nansum((data.residuals.values * idx / numerator)**2, axis=1) - f2_trials = compute_f2(n_transits - n_reject - nparam, chisquareds) - best_trial = np.nanargmin(np.abs(f2_trials - catalog_f2)) - f2_per_possibility.append(f2_trials[best_trial]) - reject_idx_per_possibility.append(list(list(combinations)[best_trial])) - - # see which reject combinations give an f2 value that is close to the catalog value (with wiggle room) - viable = np.isclose(catalog_f2, f2_per_possibility, atol=3 * atol_f2) # fix to ragged array call - reject_idx_viable = [reject_idx_per_possibility[i] for i in range(len(viable)) if viable[i]] - if len(reject_idx_viable) == 0: - print('Could not find a set of epochs to reject that yielded an f2 value within {0} of the catalog value ' - 'for f2. Will proceed without rejecting ANY observations'.format(atol_f2)) - reject_idx = [] - elif len(reject_idx_viable) == 1: - # if there is one viable combination, take that one - reject_idx = reject_idx_viable[0] - else: - # if there are more than one viable combinations, take the combination that allows the catalog solution to be a stationary point. - sum_squared_chisq_partials = [] - # evaluate the contributions to the different chisquared components - sin_scan = np.sin(data.scan_angle.values) - cos_scan = np.cos(data.scan_angle.values) - dt = data.epoch - 1991.25 - chi2_vector = (2 * data.residuals.values / data.along_scan_errs.values ** 2 * np.array( - [sin_scan, cos_scan, dt * sin_scan, dt * cos_scan])).T - idx = np.ones(len(data), dtype=bool) - for reject_idx in reject_idx_viable: - # set the observations to be rejected. - np.put(idx, reject_idx, False) - # calculate the sum of the chisquared partials without the rejected observations - sum_squared_chisq_partials.append(np.sum(np.sum(chi2_vector[idx], axis=0) ** 2)) - # reset the rejected observations for the next loop - np.put(idx, reject_idx, True) - reject_idx = reject_idx_viable[np.argmin(sum_squared_chisq_partials)] - # Done trying to outlier reject. - # Compute chisquared and f2 for final status check. - idx = np.ones(len(data), dtype=bool) - np.put(idx, reject_idx, False) - chisquared = np.sum((data.residuals.values[idx] / data.along_scan_errs.values[idx]) ** 2) - f2 = compute_f2(n_transits - nparam - len(reject_idx), chisquared) - if not np.isclose(catalog_f2, f2, atol=0.05): - print('catalog f2 value is {0} while the found value is {1}. It is possible that the ' - 'rejected observations numbered {2} are not the correct ' - 'rejections to make.'.format(catalog_f2, round(f2, 2), reject_idx)) - return reject_idx + for atol in [atol_f2]:#np.logspace(-3, np.log10(atol_f2), 5): + if found_epoch_to_reject: + continue # skip the calculation if we already found the answer. + for resid_idx in combinations: + if found_epoch_to_reject: + continue # skip the calculation if we already found the answer. + residual_to_keep[list(resid_idx)] = False # need to reset this to true later + # calculate the f2 value + chisquareds = np.nansum((data.residuals.values[residual_to_keep] / data.along_scan_errs.values[residual_to_keep]) ** 2) + f2 = compute_f2(n_transits - n_reject - nparam, chisquareds) + if np.isclose(catalog_f2, f2, atol=atol): + print(resid_idx) + # if the f2 value matches the catalog, then we know that we rejected the right residual and + # al error pair. now we just need to find which actual orbit time to reject. + # we are going to do this step with array operations instead of looping over things, this + # will speed it up drastically. + orbits_to_keep = np.ones((len(combinations), len(data)), dtype=bool) + orbits_to_keep[[(i,) for i in range(len(combinations))], list(combinations)] = False + chi2_vector = (2 * residual_to_keep * data.residuals.values / data.along_scan_errs.values ** 2 * np.array( + [sin_scan, cos_scan, dt * sin_scan, dt * cos_scan])).T + chi2_per_orbit = np.sum(chi2_vector, axis=1) ** 2 + # this is broken. We need chi2_vector here to have shape 4 * 114 * N where 114 is the number + # of orbits, and N is the number of different combinations of rejected orbits to keep. E.g. + # for one reject possible, we have 4 * 114 * 114 + # probably need a new axis of ones or something + sum_chisquared_partials = np.sqrt(np.sum(chi2_per_orbit * orbits_to_keep, axis=0)) + best_trial = np.nanargmin(sum_chisquared_partials) + best_chisquared_partials = sum_chisquared_partials[best_trial] + print(best_chisquared_partials) + if best_chisquared_partials < 0.1: + orbit_reject_idx = list(list(combinations)[best_trial]) + resid_reject_idx = resid_idx + found_epoch_to_reject = True + # this is a good enough stationary point and also matches the f2 value (by construction) + # that this combination is probably the right combination. + # reset for the next loop: + residual_to_keep[list(resid_idx)] = True + + return resid_reject_idx, orbit_reject_idx + def get_nparam(nparam_header_val): # strip the solution type (5, 7, or 9) from the solution type, which is a number 10xd+s consisting of diff --git a/htof/test/data_for_tests/Hip2/IntermediateData/HIP000039.d b/htof/test/data_for_tests/Hip2/IntermediateData/HIP000039.d new file mode 100644 index 0000000..a3ca613 --- /dev/null +++ b/htof/test/data_for_tests/Hip2/IntermediateData/HIP000039.d @@ -0,0 +1,115 @@ + 39 39 114 1 5 0 0.97 0 + 434 -0.878 -0.528 -0.0603 -0.9982 4.24 3.10 + 435 -0.877 -0.524 -0.0549 -0.9985 2.68 2.80 + 544 -0.745 -0.614 -0.3489 -0.9371 -6.19 2.87 + 544 -0.745 -0.613 -0.3476 -0.9376 0.64 2.35 + 544 -0.745 -0.612 -0.3466 -0.9380 0.72 2.33 + 823 -0.406 0.276 -0.8481 0.5298 6.18 2.59 + 823 -0.406 0.271 -0.8445 0.5356 -2.55 1.88 + 823 -0.406 0.279 -0.8500 0.5268 0.71 1.76 + 823 -0.406 0.272 -0.8446 0.5354 0.45 2.54 + 823 -0.406 0.280 -0.8505 0.5260 -1.46 2.54 + 823 -0.406 0.275 -0.8474 0.5310 1.64 1.85 + 824 -0.405 0.267 -0.8380 0.5456 -3.67 2.08 + 857 -0.364 -0.540 0.0934 0.9956 -2.91 2.20 + 857 -0.364 -0.532 0.0822 0.9966 1.53 3.53 + 857 -0.364 -0.532 0.0823 0.9966 0.44 4.84 + 857 -0.364 -0.541 0.0943 0.9955 -1.10 2.10 + 857 -0.364 -0.536 0.0884 0.9961 -2.79 4.39 + 857 -0.364 -0.537 0.0885 0.9961 -4.04 3.30 + 925 -0.282 0.667 -0.9123 0.4096 -3.81 4.22 + 925 -0.282 0.666 -0.9119 0.4104 4.28 2.64 +1009 -0.180 -0.182 0.0678 0.9977 -4.93 3.70 +1010 -0.178 -0.154 0.0327 0.9995 3.37 4.00 +1010 -0.178 -0.159 0.0400 0.9992 2.01 3.17 +1010 -0.178 -0.159 0.0397 0.9992 -5.19 4.43 +1010 -0.178 -0.164 0.0465 0.9989 0.09 3.22 +1010 -0.178 -0.169 0.0538 0.9986 -0.67 4.69 +1011 -0.177 -0.136 0.0125 0.9999 -8.66 3.80 +1011 -0.177 -0.131 0.0052 1.0000 -1.20 3.88 +1011 -0.177 -0.145 0.0257 0.9997 7.45 3.72 +1011 -0.177 -0.140 0.0188 0.9998 2.09 3.73 +1011 -0.177 -0.125 -0.0024 1.0000 3.78 3.54 +1011 -0.177 -0.146 0.0264 0.9997 6.83 3.66 +1011 -0.177 -0.129 0.0034 1.0000 3.62 3.11 +1011 -0.177 -0.140 0.0187 0.9998 3.10 3.20 +1011 -0.177 -0.135 0.0121 0.9999 7.33 3.12 +1011 -0.177 -0.120 -0.0041 1.0000 -11.42 8.02 +1012 -0.176 -0.106 -0.0239 0.9997 1.72 4.43 +1012 -0.176 -0.111 -0.0166 0.9999 1.29 5.19 +1012 -0.176 -0.095 -0.0393 0.9992 -7.03 5.08 +1012 -0.176 -0.106 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6.88 5.41 +1323 0.202 -0.691 -0.3218 -0.9468 -0.20 4.77 +1402 0.298 0.429 0.6995 -0.7147 4.27 1.96 +1402 0.298 0.434 0.7036 -0.7106 2.09 3.81 +1402 0.298 0.427 0.6972 -0.7169 -1.23 1.51 +1402 0.298 0.425 0.6951 -0.7189 -1.07 1.34 +1402 0.298 0.430 0.6996 -0.7145 -2.93 1.82 +1402 0.298 0.433 0.7035 -0.7107 -1.12 2.69 +1403 0.299 0.411 0.6814 -0.7319 -0.24 2.22 +1426 0.327 -0.120 0.0132 -0.9999 -3.42 5.05 +1426 0.327 -0.124 0.0065 -1.0000 6.17 5.17 +1426 0.327 -0.130 -0.0007 -1.0000 2.45 2.93 +1426 0.327 -0.124 0.0067 -1.0000 -0.37 3.13 +1426 0.327 -0.121 0.0117 -0.9999 -2.22 3.80 +1426 0.327 -0.130 -0.0010 -1.0000 -2.21 3.23 +1768 0.742 -0.632 0.3539 0.9353 2.03 6.29 +1768 0.742 -0.633 0.3561 0.9345 -0.88 3.25 +1768 0.742 -0.632 0.3547 0.9350 0.93 3.07 +1768 0.742 -0.632 0.3545 0.9350 0.03 1.91 +1808 0.791 0.442 -0.7252 0.6885 -1.54 1.93 +1808 0.791 0.443 -0.7254 0.6884 0.36 2.19 +1808 0.791 0.439 -0.7220 0.6919 5.90 3.09 +2102 1.148 -0.617 -0.1824 -0.9832 -0.22 1.64 +2102 1.148 -0.618 -0.1842 -0.9829 -2.34 2.55 +2102 1.148 -0.619 -0.1851 -0.9827 0.49 2.77 +2102 1.148 -0.616 -0.1821 -0.9833 5.51 2.74 +2488 1.617 0.449 -0.9107 0.4132 -3.84 2.34 +2488 1.617 0.445 -0.9084 0.4182 1.16 2.02 +2488 1.617 0.449 -0.9106 0.4133 3.34 3.49 +2535 1.674 -0.649 0.2497 0.9683 1.67 3.33 +2535 1.674 -0.649 0.2511 0.9680 4.68 3.37 +2654 1.818 -0.220 0.1075 0.9942 1.67 3.34 +2655 1.819 -0.185 0.0653 0.9979 1.34 2.75 +2655 1.819 -0.189 0.0710 0.9975 -2.84 2.65 +2655 1.819 -0.194 0.0780 0.9970 0.91 3.04 +2655 1.819 -0.190 0.0718 0.9974 1.66 3.09 +2655 1.819 -0.184 0.0639 0.9980 -0.22 2.80 +2655 1.819 -0.195 0.0792 0.9969 1.15 2.53 +2656 1.821 -0.153 0.0278 0.9996 -3.93 3.25 +2656 1.821 -0.156 0.0308 0.9995 -0.66 2.64 +2657 1.822 -0.131 -0.0002 1.0000 5.12 3.03 +2657 1.822 -0.132 0.0022 1.0000 4.56 3.36 +2657 1.822 -0.126 -0.0056 1.0000 1.99 2.86 +2657 1.822 -0.137 0.0081 1.0000 0.45 2.96 +2657 1.822 -0.127 -0.0050 1.0000 -0.20 2.46 +2657 1.822 -0.138 0.0094 1.0000 -3.70 2.54 +2658 1.823 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0.266 0.690 0.9444 -0.3287 -7.21 5.48 -1376 0.266 0.688 0.9439 -0.3303 3.74 5.45 -1376 0.266 0.689 0.9441 -0.3297 3.78 3.72 -1426 0.327 -0.567 0.0045 -1.0000 3.89 5.40 -1426 0.327 -0.569 0.0025 -1.0000 -3.45 6.70 -1426 0.327 -0.570 0.0009 -1.0000 2.79 4.21 -1426 0.327 -0.570 0.0016 -1.0000 1.01 6.34 -1775 0.751 -0.670 0.2986 0.9544 6.40 4.73 -1775 0.751 -0.671 0.2998 0.9540 1.63 4.74 -1831 0.819 0.567 -0.9657 0.2596 -5.79 8.83 -2094 1.138 -0.358 -0.3415 -0.9399 -1.15 4.51 -2095 1.140 -0.352 -0.3272 -0.9450 7.27 5.50 -2095 1.140 -0.353 -0.3277 -0.9448 1.87 5.15 -2095 1.140 -0.355 -0.3309 -0.9437 -3.71 5.11 -2095 1.140 -0.355 -0.3309 -0.9437 21.27 4.82 -2137 1.191 0.591 0.8159 -0.5782 5.32 5.81 -2137 1.191 0.595 0.8188 -0.5741 -13.21 6.95 -2137 1.191 0.595 0.8191 -0.5736 10.95 3.79 -2137 1.191 0.591 0.8167 -0.5770 2.50 9.62 -2137 1.191 0.599 0.8218 -0.5697 -0.04 7.92 -2137 1.191 0.598 0.8215 -0.5702 -4.85 4.70 -2543 1.684 -0.545 0.3886 0.9214 -4.87 4.53 -2543 1.684 -0.542 0.3853 0.9228 2.75 4.83 -2543 1.684 -0.544 0.3872 0.9220 1.78 4.27 -2543 1.684 -0.541 0.3843 0.9232 -3.71 5.01 -2601 1.754 0.001 -0.4385 0.8987 -4.28 6.73 -2601 1.754 0.001 -0.4382 0.8989 4.79 4.37 -2601 1.754 0.001 -0.4385 0.8987 6.01 6.80 -2601 1.754 -0.001 -0.4373 0.8993 -0.40 4.60 -2601 1.754 0.001 -0.4383 0.8988 -2.09 6.57 -2602 1.755 0.002 -0.4420 0.8970 -7.14 6.70 -2602 1.755 0.000 -0.4409 0.8976 -0.08 8.36 -2602 1.755 0.001 -0.4412 0.8974 1.23 6.49 -2602 1.755 0.001 -0.4417 0.8972 -5.05 7.22 -2602 1.755 0.002 -0.4425 0.8968 7.66 6.93 -2602 1.755 0.001 -0.4415 0.8972 0.75 7.00 -2657 1.822 -0.559 0.0082 1.0000 2.46 7.14 -2657 1.822 -0.556 0.0036 1.0000 11.33 8.00 -2657 1.822 -0.559 0.0074 1.0000 5.84 7.71 -2657 1.822 -0.552 -0.0020 1.0000 4.37 9.20 -2657 1.822 -0.554 0.0014 1.0000 -3.26 5.43 diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index f75a84c..5777f4e 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -117,21 +117,15 @@ def test_parse(self): def test_reject_obs(self): test_data_directory = os.path.join(os.getcwd(), 'htof/test/data_for_tests/Hip2') data = HipparcosRereductionDVDBook() - data.parse(star_id='27321', intermediate_data_directory=test_data_directory) - assert len(data) == 111 - 0 - assert data.rejected_epochs == [] - data.parse(star_id='84', intermediate_data_directory=test_data_directory) - assert len(data) == 96 - 1 + data.parse(star_id='39', intermediate_data_directory=test_data_directory) + print(data.write('/home/gmbrandt/Downloads/fixed_39.csv')) + assert len(data) == 114 - 1 # one rejected observation assert np.allclose(np.sort(data.rejected_epochs), [69]) - data.parse(star_id='70', intermediate_data_directory=test_data_directory) - assert len(data) == 112 - 5 - assert np.allclose(np.sort(data.rejected_epochs), [36, 55, 59, 64, 105]) - - data.parse(star_id='40', intermediate_data_directory=test_data_directory) - assert len(data) == 134 - 2 - assert np.allclose(np.sort(data.rejected_epochs), [6, 53]) + data.parse(star_id='27321', intermediate_data_directory=test_data_directory) + assert len(data) == 111 - 0 + assert data.rejected_epochs == [] data.parse(star_id='072477', intermediate_data_directory=test_data_directory) assert len(data) == 64 - 0 diff --git a/setup.py b/setup.py index 9b6bbde..9fabb9e 100644 --- a/setup.py +++ b/setup.py @@ -2,7 +2,7 @@ setup(name='htof', author='G. Mirek Brandt, Daniel Michalik', - version='0.3.5', + version='0.4.0', python_requires='>=3.6', packages=find_packages(), package_dir={'htof': 'htof'}, From 9069fce87491eee8a1bf7ead7214f947cc367d3d Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Mon, 3 May 2021 11:27:13 -0700 Subject: [PATCH 02/57] working rejection algorithm --- CHANGES.md | 3 +- htof/parse.py | 88 +++++++++++++++++++++++------------------ htof/test/test_main.py | 2 +- htof/test/test_parse.py | 23 +++++------ 4 files changed, 62 insertions(+), 54 deletions(-) diff --git a/CHANGES.md b/CHANGES.md index b377dcc..ccd24a7 100644 --- a/CHANGES.md +++ b/CHANGES.md @@ -1,7 +1,8 @@ 0.4.0 (2021-04-30) ------------------ - Implemented a better data fix for Hip2 dvd data. This fixes most of the 8000 discrepant sources -that have the Hip2 dvd file-write error. +that have the Hip2 dvd file-write error. Note that this is not perfect, there are some minor + degeneracies between which epochs to reject. See the note in parse.find_epochs_to_reject() - Updated the flagged source list (hip2_dvd_flagged.txt). 0.3.5 (2021-04-19) diff --git a/htof/parse.py b/htof/parse.py index 6a566c2..bc4c259 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -40,7 +40,7 @@ def __init__(self, scan_angle=None, epoch=None, residuals=None, inverse_covarian self.residuals = pd.Series(residuals, dtype=np.float64) self.along_scan_errs = pd.Series(along_scan_errs, dtype=np.float64) self.inverse_covariance_matrix = inverse_covariance_matrix - self._rejected_epochs = [] + self._rejected_epochs = {} @staticmethod def read_intermediate_data_file(star_id: str, intermediate_data_directory: str, skiprows, header, sep): @@ -123,7 +123,7 @@ def rejected_epochs(self): @rejected_epochs.setter def rejected_epochs(self, value): - residuals_to_reject, orbits_to_reject = value + residuals_to_reject, orbits_to_reject = value['residual/along_scan_error'], value['orbit/scan_angle/time'] not_outlier = np.ones(len(self), dtype=bool) np.put(not_outlier, residuals_to_reject, False) self.residuals, self.along_scan_errs = self.residuals[not_outlier], self.along_scan_errs[not_outlier] @@ -322,8 +322,7 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, header n_transits, nparam, catalog_f2, percent_rejected = header[2], get_nparam(header[4]), header[6], header[7] if attempt_adhoc_rejection: # must reject before inflating errors, otherwise F2 is around zero. - residuals_to_reject, orbits_to_reject = find_epochs_to_reject(self, catalog_f2, n_transits, nparam, percent_rejected) - self.rejected_epochs = [residuals_to_reject, orbits_to_reject] # setting rejected_epochs also rejects the epochs (see the @setter) + self.rejected_epochs = find_epochs_to_reject(self, catalog_f2, n_transits, nparam, percent_rejected) if error_inflate: # adjust the along scan errors so that the errors on the best fit parameters match the catalog. # TODO check that oyu sohuld incorporate n_reject as well. @@ -361,7 +360,8 @@ def parse(self, star_id, intermediate_data_directory, **kwargs): super(HipparcosRereductionJavaTool, self).parse(star_id, intermediate_data_directory, error_inflate=False, header_rows=5, attempt_adhoc_rejection=False) epochs_to_reject = np.where(self.along_scan_errs < 0)[0] - self.rejected_epochs = epochs_to_reject # setting rejected_epochs also rejects the epochs (see the @setter) + self.rejected_epochs = {'residual/along_scan_error': list(epochs_to_reject), 'orbit/scan_angle/time': list(epochs_to_reject)} + # setting self.rejected_epochs also rejects the epochs (see the @setter) class GaiaDR2(GaiaData): @@ -395,7 +395,10 @@ def match_filename(paths, star_id): def find_epochs_to_reject(data: DataParser, catalog_f2, n_transits, nparam, percent_rejected): - atol_f2 = 0.3 # f2 must match to the catalog within this to be considered valid. + # TODO there are degeneracies in the best epochs to reject. E.g. for hip 39, as long as the last + # residual is rejected, basically any of the 1426 orbits (Because they are all similar) + # can be rejected and they result in a very similar chisquared. + max_atol_f2 = 0.1 # f2 must match to the catalog within this to be considered valid. chisquared_threshold = 0.1 # squareroot of the sum of the chisquared partials, above which something should be flagged # Calculate how many observations were probably rejected # limit to 1 rejected epochs to combinatoric stress. @@ -409,12 +412,11 @@ def find_epochs_to_reject(data: DataParser, catalog_f2, n_transits, nparam, perc sin_scan = np.sin(data.scan_angle.values) cos_scan = np.cos(data.scan_angle.values) dt = data.epoch - 1991.25 - chi2_vector = (2 * data.residuals.values / data.along_scan_errs.values ** 2 * np.array( - [sin_scan, cos_scan, dt * sin_scan, dt * cos_scan])).T + chi2_vector = (2 * data.residuals.values / data.along_scan_errs.values ** 2 * np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan])).T sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector, axis=0) ** 2)) # # Check if f2 agrees with the catalog. - f2_matches_catalog = np.isclose(catalog_f2, f2, atol=atol_f2) + f2_matches_catalog = np.isclose(catalog_f2, f2, atol=max_atol_f2) # check if the chisquared partials are small stationary_point = sum_chisquared_partials < chisquared_threshold resid_reject_idx = [] # index of the residual and along_scan error pair to throw out @@ -422,51 +424,59 @@ def find_epochs_to_reject(data: DataParser, catalog_f2, n_transits, nparam, perc if not f2_matches_catalog or not stationary_point: # if f2 doesn't match and the solution is not a stationary point, then there is probably # something wrong with this source. So try to fix it. - residual_to_keep = np.arange(len(data)) + residuals_to_keep = np.ones(len(data), dtype=bool) + orbits_to_keep = np.ones(len(data), dtype=bool) found_epoch_to_reject = False while n_reject < max_n_reject and not found_epoch_to_reject: # calculate f2 given sets of rejected observations of n_reject. n_reject += 1 - combinations = set(itertools.combinations(possible_rejects, n_reject)) - for atol in [atol_f2]:#np.logspace(-3, np.log10(atol_f2), 5): + if n_reject == 1: + # if only one rejected observations, always start with the last first. + # this will give a substantial speed up since the last residuals are almost always bad. + combinations = [(d,) for d in np.arange(len(data))[::-1]] + else: + combinations = set(itertools.combinations(possible_rejects, n_reject)) + for resid_to_reject in combinations: if found_epoch_to_reject: continue # skip the calculation if we already found the answer. - for resid_idx in combinations: + for atol in [0.01, max_atol_f2]: # try a stricter f2 atol first. if found_epoch_to_reject: continue # skip the calculation if we already found the answer. - residual_to_keep[list(resid_idx)] = False # need to reset this to true later + residuals_to_keep[list(resid_to_reject)] = False # need to reset this to true later # calculate the f2 value - chisquareds = np.nansum((data.residuals.values[residual_to_keep] / data.along_scan_errs.values[residual_to_keep]) ** 2) - f2 = compute_f2(n_transits - n_reject - nparam, chisquareds) + chisquared = np.nansum((data.residuals.values[residuals_to_keep] / data.along_scan_errs.values[residuals_to_keep]) ** 2) + # the f2 comparisons would be the easiest part to arrify. + f2 = compute_f2(n_transits - n_reject - nparam, chisquared) if np.isclose(catalog_f2, f2, atol=atol): - print(resid_idx) # if the f2 value matches the catalog, then we know that we rejected the right residual and # al error pair. now we just need to find which actual orbit time to reject. - # we are going to do this step with array operations instead of looping over things, this - # will speed it up drastically. - orbits_to_keep = np.ones((len(combinations), len(data)), dtype=bool) - orbits_to_keep[[(i,) for i in range(len(combinations))], list(combinations)] = False - chi2_vector = (2 * residual_to_keep * data.residuals.values / data.along_scan_errs.values ** 2 * np.array( - [sin_scan, cos_scan, dt * sin_scan, dt * cos_scan])).T - chi2_per_orbit = np.sum(chi2_vector, axis=1) ** 2 - # this is broken. We need chi2_vector here to have shape 4 * 114 * N where 114 is the number - # of orbits, and N is the number of different combinations of rejected orbits to keep. E.g. - # for one reject possible, we have 4 * 114 * 114 - # probably need a new axis of ones or something - sum_chisquared_partials = np.sqrt(np.sum(chi2_per_orbit * orbits_to_keep, axis=0)) - best_trial = np.nanargmin(sum_chisquared_partials) - best_chisquared_partials = sum_chisquared_partials[best_trial] - print(best_chisquared_partials) - if best_chisquared_partials < 0.1: - orbit_reject_idx = list(list(combinations)[best_trial]) - resid_reject_idx = resid_idx - found_epoch_to_reject = True + for orbit_to_reject in combinations: + if found_epoch_to_reject: + continue # skip the calculation if we already found the answer. + orbits_to_keep[list(orbit_to_reject)] = False + # now we want to try a variety of deleting orbits and sliding the other orbits + # upward to fill the vacancy. + + # this pops the orbits out and shifts all the orbits after upwards: + orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T[orbits_to_keep].T + # this simultaneously deletes one of the residuals, assigns the remaining residuals to the + # shifted orbits, and calculates the chi2 partials vector per orbit: + residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2)[residuals_to_keep] + chi2_vector = (2 * residual_factors * orbit_factors).T + # sum the square of the chi2 partials to decide for whether or not it is a stationary point. + sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector, axis=0) ** 2)) + if sum_chisquared_partials < 0.1: + orbit_reject_idx = orbit_to_reject + resid_reject_idx = resid_to_reject + found_epoch_to_reject = True # this is a good enough stationary point and also matches the f2 value (by construction) # that this combination is probably the right combination. + # reset for the next loop: + orbits_to_keep[list(orbit_to_reject)] = True # reset for the next loop: - residual_to_keep[list(resid_idx)] = True - - return resid_reject_idx, orbit_reject_idx + residuals_to_keep[list(resid_to_reject)] = True + return {'residual/along_scan_error': list(resid_reject_idx), + 'orbit/scan_angle/time': list(orbit_reject_idx)} def get_nparam(nparam_header_val): diff --git a/htof/test/test_main.py b/htof/test/test_main.py index 46d8de3..1a0458f 100644 --- a/htof/test/test_main.py +++ b/htof/test/test_main.py @@ -46,7 +46,7 @@ class TestHipReReductionCDFits: SEVENP = load_hip2_seven_p_annex('htof/test/data_for_tests/Hip2/SevenP_Cat.d') @pytest.mark.e2e - @pytest.mark.parametrize("hip_id", ['70', '78999', '27321']) + @pytest.mark.parametrize("hip_id", ['78999', '27321']) def test_Hip2_fit_5p_source(self, hip_id): diffs, error_diffs, chisq, chi2_partials, soltype = refit_hip2_object('htof/test/data_for_tests/Hip2', hip_id, catalog=self.CATALOG, use_parallax=True) diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index 5777f4e..278b279 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -114,22 +114,19 @@ def test_parse(self): assert np.isclose(data._epoch[84], 1991.952) assert np.isclose(np.sin(data.scan_angle[84]), -0.8083, rtol=.01) - def test_reject_obs(self): + @pytest.mark.parametrize("hip_id,nobs,rej_obs", [('39', 114, {'orbit/scan_angle/time': [75], + 'residual/along_scan_error': [113]}), ('27321', 111, {}), + ('072477', 64, {})]) + def test_reject_obs(self, hip_id, nobs, rej_obs): test_data_directory = os.path.join(os.getcwd(), 'htof/test/data_for_tests/Hip2') data = HipparcosRereductionDVDBook() - data.parse(star_id='39', intermediate_data_directory=test_data_directory) - print(data.write('/home/gmbrandt/Downloads/fixed_39.csv')) - assert len(data) == 114 - 1 # one rejected observation - assert np.allclose(np.sort(data.rejected_epochs), [69]) - - data.parse(star_id='27321', intermediate_data_directory=test_data_directory) - assert len(data) == 111 - 0 - assert data.rejected_epochs == [] - - data.parse(star_id='072477', intermediate_data_directory=test_data_directory) - assert len(data) == 64 - 0 - assert data.rejected_epochs == [] + data.parse(star_id=hip_id, intermediate_data_directory=test_data_directory) + assert len(data) == nobs - len(rej_obs.get('orbit/scan_angle/time', [])) + # Note that for hip39, any of the orbits within 1426 are ok to reject. I.e. 70 through 75. + if len(rej_obs) > 0: + assert np.isclose(data.rejected_epochs['orbit/scan_angle/time'], rej_obs['orbit/scan_angle/time']) + assert np.isclose(data.rejected_epochs['orbit/scan_angle/time'], rej_obs['orbit/scan_angle/time']) class TestHipparcosRereductionJavaTool: From c84c4b651ccdad579bdf9aa48deb22d9b76a2c38 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Mon, 3 May 2021 12:02:19 -0700 Subject: [PATCH 03/57] temporary fix to validation so that we can run with hip_ids as well as file names --- htof/validation/chisq_null_test.py | 77 ------------------------------ htof/validation/hip_refit_test.py | 28 ++++++++--- htof/validation/utils.py | 4 +- 3 files changed, 24 insertions(+), 85 deletions(-) delete mode 100644 htof/validation/chisq_null_test.py diff --git a/htof/validation/chisq_null_test.py b/htof/validation/chisq_null_test.py deleted file mode 100644 index f36128e..0000000 --- a/htof/validation/chisq_null_test.py +++ /dev/null @@ -1,77 +0,0 @@ -""" -Script for looking at d_chi^2/d(a_i) where a_i are the standard astrometric parameters. -""" -import numpy as np -from astropy.coordinates import Angle -from argparse import ArgumentParser -from multiprocessing import Pool -import os - -from htof.main import Astrometry -from astropy.table import Table - - -def chisq_partials(hip_id: str, iad_dir: str, reduction: str, fit_degree=1): - try: - astro = Astrometry(reduction, hip_id, iad_dir, central_epoch_ra=1991.25, normed=False, - central_epoch_dec=1991.25, format='jyear', fit_degree=fit_degree, use_parallax=False) - ra_resid = Angle(astro.data.residuals.values * np.sin(astro.data.scan_angle.values), unit='mas') - dec_resid = Angle(astro.data.residuals.values * np.cos(astro.data.scan_angle.values), unit='mas') - except FileNotFoundError: - return np.ones(5, dtype=float) * 10000 - return astro.fitter._chi2_vector(ra_resid.mas, dec_resid.mas) - - -class ChisqNullTestEngine(object): - def __init__(self, dirname, reduction): - self.dirname = dirname - self.reduction = reduction - - def __call__(self, hip_id): - result = chisq_partials(hip_id, self.dirname, self.reduction) - return {'hip_id': hip_id, 'dxdra0': result[0], 'dxddec0': result[1], 'dxdmura': result[2], 'dxdmudec': result[3]} - - -if __name__ == "__main__": - parser = ArgumentParser(description='Script for checking the partial derivatives of chisquared. ignores parallax.') - parser.add_argument("-dir", "--iad-directory", required=True, default=None, - help="full path to the intermediate data directory") - parser.add_argument("-hr", "--hip-reduction", required=True, default=None, type=int, - help="integer. 1 for 1997 reduction, 2 for 2007 CD reduction, 21 for 2007 IADT tool.") - parser.add_argument("-o", "--output-file", required=False, default=None, - help="The output filename, with .csv extension. E.g. hip1_refit.csv." - "Will default to hip_processid.csv.") - parser.add_argument("-c", "--cores", required=False, default=1, type=int, - help="Number of cores to use. Default is 1.") - parser.add_argument("-in", "--in-list", required=True, type=str, - help="In list of hip_ids to check. Must be a standard text file OR a .csv file " - "with a header called hip_id which gives the hip_id of the sources you want to fit") - parser.add_argument("--debug", action='store_true', default=False, required=False, - help='If true, this will run the refit test on only 500 sources. Useful to check for ' - 'filepath problems before running the full test on all ~100000 sources.') - - args = parser.parse_args() - if '.csv' not in args.in_list: - hip_ids = np.genfromtxt(args.in_list).flatten().astype(str) - else: - hip_ids = np.array(Table.read(args.in_list)['hip_id'].data, dtype=str).flatten() - - if args.output_file is None: - output_file = 'hip' + args.hip_reduction + '_chisq_null_test' + (str)(os.getpid()) + '.csv' - else: - output_file = args.output_file - - engine = ChisqNullTestEngine(args.iad_directory, 'hip' + str(args.hip_reduction)) - if args.debug: - hip_ids = hip_ids[:500] - print('will check {0} total hip {1} objects'.format(len(hip_ids), str(args.hip_reduction))) - print('will save output table at', output_file) - try: - pool = Pool(args.cores) - data_outputs = pool.map(engine, hip_ids) - out = Table(data_outputs) - out.sort('hip_id') - out.write(output_file, overwrite=True) - finally: # To make sure processes are closed in the end, even if errors happen - pool.close() - pool.join() diff --git a/htof/validation/hip_refit_test.py b/htof/validation/hip_refit_test.py index f458e15..a9f24e0 100755 --- a/htof/validation/hip_refit_test.py +++ b/htof/validation/hip_refit_test.py @@ -2,6 +2,7 @@ from htof.validation.utils import load_hip1_dm_annex, load_hip2_seven_p_annex, load_hip2_nine_p_annex import os from astropy.table import Table +import numpy as np from argparse import ArgumentParser from glob import glob @@ -25,7 +26,12 @@ def __init__(self, dirname, use_parallax, hip_dm_g=None): self.hip_dm_g = hip_dm_g def __call__(self, fname): - hip_id = os.path.basename(fname).split('.txt')[0] + # This pattern is horrible. It is supposed to make this versatile to call with either hip_ids + # or actual filenames. We should just default to calling with actual hip ids only. + if type(fname) is str: + hip_id = os.path.basename(fname).split('.txt')[0] + else: + hip_id = fname result = refit_hip1_object(self.dirname, hip_id, self.hip_dm_g, use_parallax=self.use_parallax) soltype = result[4] return self.format_result(result, hip_id, soltype) @@ -40,7 +46,10 @@ def __init__(self, dirname, use_parallax, catalog=None, seven_p_annex=None, nine self.nine_p_annex = nine_p_annex def __call__(self, fname): - hip_id = os.path.basename(fname).split('.d')[0].split('HIP')[1] + if type(fname) is str: + hip_id = os.path.basename(fname).split('.d')[0].split('HIP')[1] + else: + hip_id = fname result = refit_hip2_object(self.dirname, hip_id, self.catalog, seven_p_annex=self.seven_p_annex, nine_p_annex=self.nine_p_annex, use_parallax=self.use_parallax) soltype = result[4] @@ -53,7 +62,10 @@ def __init__(self, dirname, use_parallax): self.use_parallax = use_parallax def __call__(self, fname): - hip_id = os.path.basename(fname).split('.csv')[0].split('H')[1] + if type(fname) is str: + hip_id = os.path.basename(fname).split('.csv')[0].split('H')[1] + else: + hip_id = fname result = refit_hip21_object(self.dirname, hip_id, use_parallax=self.use_parallax) soltype = result[4] return self.format_result(result, hip_id, soltype[-1]) @@ -71,6 +83,8 @@ def __call__(self, fname): parser.add_argument("-o", "--output-file", required=False, default=None, help="The output filename, with .csv extension. E.g. hip1_refit.csv." "Will default to hip_processid.csv.") + parser.add_argument("-i", "--inlist", required=False, default=None, + help=".txt file with the list of sources you want to refit.") parser.add_argument("-c", "--cores", required=False, default=1, type=int, help="Number of cores to use. Default is 1.") parser.add_argument("--ignore-parallax", required=False, action='store_true', default=False, @@ -113,9 +127,11 @@ def __call__(self, fname): else: files = glob(os.path.join(args.iad_directory, '**/H*.csv')) engine = Hip21Engine - # fit a small subset of sources if debugging. - if args.debug: - files = files[:500] + + if args.debug: # fit a small subset of sources if debugging. + files = files[:100] + if args.inlist is not None and not args.debug: + files = np.genfromtxt(args.inlist).flatten().astype(int) print('will fit {0} total hip {1} objects'.format(len(files), str(args.hip_reduction))) print('will save output table at', output_file) # do the fit. diff --git a/htof/validation/utils.py b/htof/validation/utils.py index 47e7b32..d57afa8 100755 --- a/htof/validation/utils.py +++ b/htof/validation/utils.py @@ -91,10 +91,10 @@ def refit_hip2_object(iad_dir, hip_id, catalog: Table, seven_p_annex: Table = No fit_degree = {'5': 1, '7': 2, '9': 3}.get(soltype[-1], None) # do the fit for seven/nine parameter fits if we have the 7th and 9th parameters. accRA_err, accDec_err, jerkRA_err, jerkDec_err = 0, 0, 0, 0 - if seven_p_annex is not None and fit_degree >= 2: + if seven_p_annex is not None and fit_degree is not None and fit_degree >= 2: idx = np.searchsorted(seven_p_annex['hip_id'].data, int(hip_id)) # int(hip_id) strips leading zeroes. accRA_err, accDec_err = seven_p_annex[idx][['acc_ra_err', 'acc_dec_err']] - if nine_p_annex is not None and fit_degree == 3: + if nine_p_annex is not None and fit_degree is not None and fit_degree == 3: idx = np.searchsorted(nine_p_annex['hip_id'].data, int(hip_id)) # int(hip_id) strips leading zeroes. jerkRA_err, jerkDec_err = nine_p_annex[idx][['jerk_ra_err', 'jerk_dec_err']] # do the fit From 92790e060bfb129e493ef7b12a09d7050b2bf730 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Mon, 3 May 2021 12:26:15 -0700 Subject: [PATCH 04/57] improved refit procedure so that it can take both a hip id inlist and just scan the dir for all the files --- htof/validation/hip_refit_test.py | 50 +++++++++++++++++-------------- 1 file changed, 27 insertions(+), 23 deletions(-) diff --git a/htof/validation/hip_refit_test.py b/htof/validation/hip_refit_test.py index a9f24e0..882eaff 100755 --- a/htof/validation/hip_refit_test.py +++ b/htof/validation/hip_refit_test.py @@ -25,17 +25,16 @@ def __init__(self, dirname, use_parallax, hip_dm_g=None): self.use_parallax = use_parallax self.hip_dm_g = hip_dm_g - def __call__(self, fname): - # This pattern is horrible. It is supposed to make this versatile to call with either hip_ids - # or actual filenames. We should just default to calling with actual hip ids only. - if type(fname) is str: - hip_id = os.path.basename(fname).split('.txt')[0] - else: - hip_id = fname + def __call__(self, hip_id): result = refit_hip1_object(self.dirname, hip_id, self.hip_dm_g, use_parallax=self.use_parallax) soltype = result[4] return self.format_result(result, hip_id, soltype) + @staticmethod + def convert_fname_to_hip_id(fname): + # ideally this method shouldn't really be in the engine, but whatever for now. + return os.path.basename(fname).split('.txt')[0] + class Hip2Engine(Engine): def __init__(self, dirname, use_parallax, catalog=None, seven_p_annex=None, nine_p_annex=None): @@ -45,31 +44,31 @@ def __init__(self, dirname, use_parallax, catalog=None, seven_p_annex=None, nine self.seven_p_annex = seven_p_annex self.nine_p_annex = nine_p_annex - def __call__(self, fname): - if type(fname) is str: - hip_id = os.path.basename(fname).split('.d')[0].split('HIP')[1] - else: - hip_id = fname + def __call__(self, hip_id): result = refit_hip2_object(self.dirname, hip_id, self.catalog, seven_p_annex=self.seven_p_annex, nine_p_annex=self.nine_p_annex, use_parallax=self.use_parallax) soltype = result[4] return self.format_result(result, hip_id, soltype[-1]) + @staticmethod + def convert_fname_to_hip_id(fname): + return os.path.basename(fname).split('.d')[0].split('HIP')[1] + class Hip21Engine(Engine): def __init__(self, dirname, use_parallax): self.dirname = dirname self.use_parallax = use_parallax - def __call__(self, fname): - if type(fname) is str: - hip_id = os.path.basename(fname).split('.csv')[0].split('H')[1] - else: - hip_id = fname + def __call__(self, hip_id): result = refit_hip21_object(self.dirname, hip_id, use_parallax=self.use_parallax) soltype = result[4] return self.format_result(result, hip_id, soltype[-1]) + @staticmethod + def convert_fname_to_hip_id(fname): + return os.path.basename(fname).split('.csv')[0].split('H')[1] + if __name__ == "__main__": parser = ArgumentParser(description='Script for refitting the entire hipparcos catalog, 1997 or 2007.' @@ -128,17 +127,22 @@ def __call__(self, fname): files = glob(os.path.join(args.iad_directory, '**/H*.csv')) engine = Hip21Engine - if args.debug: # fit a small subset of sources if debugging. - files = files[:100] - if args.inlist is not None and not args.debug: - files = np.genfromtxt(args.inlist).flatten().astype(int) - print('will fit {0} total hip {1} objects'.format(len(files), str(args.hip_reduction))) + # convert file names to a list of hip_ids + hip_ids = [engine.convert_fname_to_hip_id(fname) for fname in files] + + if args.inlist is not None: + # fit a specific set of hip_ids if a list is provided. + hip_ids = np.genfromtxt(args.inlist).flatten().astype(int) + if args.debug: + # fit only a small subset of the desired sources if debugging. + hip_ids = hip_ids[:100] + print('will fit {0} total hip {1} objects'.format(len(hip_ids), str(args.hip_reduction))) print('will save output table at', output_file) # do the fit. try: pool = Pool(args.cores) engine = engine(args.iad_directory, not args.ignore_parallax, **kwargs) - data_outputs = pool.map(engine, files) + data_outputs = pool.map(engine, hip_ids) out = Table(data_outputs) out.sort('hip_id') out.write(output_file, overwrite=True) From 4b57d398bdf23b925bd11c9ca5168d865f2fa047 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Mon, 3 May 2021 12:36:17 -0700 Subject: [PATCH 05/57] updated flagged source list --- htof/data/hip2_dvd_flagged.txt | 4445 -------------------------------- 1 file changed, 4445 deletions(-) diff --git a/htof/data/hip2_dvd_flagged.txt b/htof/data/hip2_dvd_flagged.txt index abb5e87..7aed33f 100644 --- a/htof/data/hip2_dvd_flagged.txt +++ b/htof/data/hip2_dvd_flagged.txt @@ -1,411 +1,162 @@ -6 8 18 30 -35 -39 -46 47 55 -74 87 91 -103 111 123 -124 -129 -137 -146 -150 191 -197 205 209 226 227 251 -277 -288 -300 307 312 320 325 332 344 -367 390 -414 -418 440 -454 -457 464 -492 -500 -504 516 -519 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-117994 -118004 118058 -118075 118083 -118084 118085 118095 -118099 118101 118122 -118137 118142 -118146 118149 -118160 118174 -118177 -118189 -118193 118221 118227 118243 118249 -118260 118274 118283 118297 118298 -118305 118311 120001 -120121 120148 -120276 From ee804d28155796a484d4a0b6939fbe6488b24ba8 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Mon, 3 May 2021 13:00:33 -0700 Subject: [PATCH 06/57] logic to break ties when more than one viable epoch is found. --- htof/parse.py | 30 +++++++++++++++++++----------- htof/test/test_parse.py | 2 +- 2 files changed, 20 insertions(+), 12 deletions(-) diff --git a/htof/parse.py b/htof/parse.py index bc4c259..d0f45e2 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -401,9 +401,9 @@ def find_epochs_to_reject(data: DataParser, catalog_f2, n_transits, nparam, perc max_atol_f2 = 0.1 # f2 must match to the catalog within this to be considered valid. chisquared_threshold = 0.1 # squareroot of the sum of the chisquared partials, above which something should be flagged # Calculate how many observations were probably rejected - # limit to 1 rejected epochs to combinatoric stress. n_reject = 0#max(floor((percent_rejected - 1) / 100 * n_transits), 0) - max_n_reject = 1#max(ceil((percent_rejected + 1) / 100 * n_transits), 1) + max_n_reject = max(ceil(percent_rejected / 100 * n_transits), 1) + max_n_reject = min(max_n_reject, 2) # limit to 2 rejected epochs to limit combinatoric stress. possible_rejects = np.arange(len(data)) # Calculate f2 without rejecting any observations chisquared = np.sum((data.residuals.values/data.along_scan_errs.values)**2) @@ -430,12 +430,13 @@ def find_epochs_to_reject(data: DataParser, catalog_f2, n_transits, nparam, perc while n_reject < max_n_reject and not found_epoch_to_reject: # calculate f2 given sets of rejected observations of n_reject. n_reject += 1 - if n_reject == 1: - # if only one rejected observations, always start with the last first. - # this will give a substantial speed up since the last residuals are almost always bad. - combinations = [(d,) for d in np.arange(len(data))[::-1]] - else: - combinations = set(itertools.combinations(possible_rejects, n_reject)) + combinations = list(set(itertools.combinations(possible_rejects, n_reject))) + #combinations = set(itertools.combinations(possible_rejects, n_reject)) + #combinations = [(d,) for d in np.arange(len(data))[::-1]] + print(combinations) + # often the epoch to reject is the last n_reject epochs. so start with those: + #combinations = [tuple(len(data) - 1 - i for i in range(n_reject))] + combinations + #import pdb; pdb.set_trace() for resid_to_reject in combinations: if found_epoch_to_reject: continue # skip the calculation if we already found the answer. @@ -448,11 +449,11 @@ def find_epochs_to_reject(data: DataParser, catalog_f2, n_transits, nparam, perc # the f2 comparisons would be the easiest part to arrify. f2 = compute_f2(n_transits - n_reject - nparam, chisquared) if np.isclose(catalog_f2, f2, atol=atol): + candidate_orbit_rejects = [] + candidate_orbit_chisquared_partials = [] # if the f2 value matches the catalog, then we know that we rejected the right residual and # al error pair. now we just need to find which actual orbit time to reject. for orbit_to_reject in combinations: - if found_epoch_to_reject: - continue # skip the calculation if we already found the answer. orbits_to_keep[list(orbit_to_reject)] = False # now we want to try a variety of deleting orbits and sliding the other orbits # upward to fill the vacancy. @@ -466,13 +467,20 @@ def find_epochs_to_reject(data: DataParser, catalog_f2, n_transits, nparam, perc # sum the square of the chi2 partials to decide for whether or not it is a stationary point. sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector, axis=0) ** 2)) if sum_chisquared_partials < 0.1: - orbit_reject_idx = orbit_to_reject + candidate_orbit_rejects.append(orbit_to_reject) + candidate_orbit_chisquared_partials.append(sum_chisquared_partials) resid_reject_idx = resid_to_reject found_epoch_to_reject = True # this is a good enough stationary point and also matches the f2 value (by construction) # that this combination is probably the right combination. # reset for the next loop: orbits_to_keep[list(orbit_to_reject)] = True + + if found_epoch_to_reject: + # if there is at least one candidate orbit to reject, take the one that yields + # the smallest chisquared partials (is closest to a stationary point) + orbit_reject_idx = np.array(candidate_orbit_rejects)[np.argmin(candidate_orbit_chisquared_partials)] + # reset for the next loop: residuals_to_keep[list(resid_to_reject)] = True return {'residual/along_scan_error': list(resid_reject_idx), diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index 278b279..c1d543c 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -114,7 +114,7 @@ def test_parse(self): assert np.isclose(data._epoch[84], 1991.952) assert np.isclose(np.sin(data.scan_angle[84]), -0.8083, rtol=.01) - @pytest.mark.parametrize("hip_id,nobs,rej_obs", [('39', 114, {'orbit/scan_angle/time': [75], + @pytest.mark.parametrize("hip_id,nobs,rej_obs", [('39', 114, {'orbit/scan_angle/time': [72], 'residual/along_scan_error': [113]}), ('27321', 111, {}), ('072477', 64, {})]) def test_reject_obs(self, hip_id, nobs, rej_obs): From 5713b24ead30704fb27cf7b62d12fb3792112193 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Mon, 3 May 2021 13:01:57 -0700 Subject: [PATCH 07/57] foce checking the last two epochs first. --- htof/parse.py | 3 +-- 1 file changed, 1 insertion(+), 2 deletions(-) diff --git a/htof/parse.py b/htof/parse.py index d0f45e2..1132708 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -433,9 +433,8 @@ def find_epochs_to_reject(data: DataParser, catalog_f2, n_transits, nparam, perc combinations = list(set(itertools.combinations(possible_rejects, n_reject))) #combinations = set(itertools.combinations(possible_rejects, n_reject)) #combinations = [(d,) for d in np.arange(len(data))[::-1]] - print(combinations) # often the epoch to reject is the last n_reject epochs. so start with those: - #combinations = [tuple(len(data) - 1 - i for i in range(n_reject))] + combinations + combinations = [tuple(len(data) - 1 - i for i in range(n_reject))] + combinations #import pdb; pdb.set_trace() for resid_to_reject in combinations: if found_epoch_to_reject: From d114229c9dba46dc71b5eaca9af561543ec17edf Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Mon, 3 May 2021 13:25:49 -0700 Subject: [PATCH 08/57] restructuring and comments to hint at doing the rejected epoch fixing for a higher number of rejected epochs --- htof/parse.py | 16 +++++++++------- 1 file changed, 9 insertions(+), 7 deletions(-) diff --git a/htof/parse.py b/htof/parse.py index 1132708..98616d5 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -403,7 +403,7 @@ def find_epochs_to_reject(data: DataParser, catalog_f2, n_transits, nparam, perc # Calculate how many observations were probably rejected n_reject = 0#max(floor((percent_rejected - 1) / 100 * n_transits), 0) max_n_reject = max(ceil(percent_rejected / 100 * n_transits), 1) - max_n_reject = min(max_n_reject, 2) # limit to 2 rejected epochs to limit combinatoric stress. + max_n_reject = min(max_n_reject, 1) # limit to 1 rejected epoch to limit combinatoric stress. possible_rejects = np.arange(len(data)) # Calculate f2 without rejecting any observations chisquared = np.sum((data.residuals.values/data.along_scan_errs.values)**2) @@ -430,12 +430,14 @@ def find_epochs_to_reject(data: DataParser, catalog_f2, n_transits, nparam, perc while n_reject < max_n_reject and not found_epoch_to_reject: # calculate f2 given sets of rejected observations of n_reject. n_reject += 1 - combinations = list(set(itertools.combinations(possible_rejects, n_reject))) - #combinations = set(itertools.combinations(possible_rejects, n_reject)) - #combinations = [(d,) for d in np.arange(len(data))[::-1]] + orbit_combinations = list(set(itertools.combinations(possible_rejects, n_reject))) # often the epoch to reject is the last n_reject epochs. so start with those: - combinations = [tuple(len(data) - 1 - i for i in range(n_reject))] + combinations - #import pdb; pdb.set_trace() + combinations = [tuple(len(data) - 1 - i for i in range(n_reject))] + orbit_combinations + # note that this can be sped up for high n_reject by doing: + # combinations = [tuple(len(data) - 1 - i for i in range(n_reject))] + # also we should be able to do the orbit reject calculation fairly easily in memory. + # for 100 choose 3 we have like 250,000 combinations of orbits -- we sghould be able to + # do those in 10,000 orbit chunks in memory and gain a factor of 10,000 speed up. for resid_to_reject in combinations: if found_epoch_to_reject: continue # skip the calculation if we already found the answer. @@ -452,7 +454,7 @@ def find_epochs_to_reject(data: DataParser, catalog_f2, n_transits, nparam, perc candidate_orbit_chisquared_partials = [] # if the f2 value matches the catalog, then we know that we rejected the right residual and # al error pair. now we just need to find which actual orbit time to reject. - for orbit_to_reject in combinations: + for orbit_to_reject in orbit_combinations: orbits_to_keep[list(orbit_to_reject)] = False # now we want to try a variety of deleting orbits and sliding the other orbits # upward to fill the vacancy. From 84e7d26ee85a7914cb5fa68b03ad801bffcabd64 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Thu, 6 May 2021 17:13:24 -0700 Subject: [PATCH 09/57] skeleton for more efficient epoch rejection for java tool --- htof/data/hip21_java_nobs_discrepant.txt | 117950 +++++++++++++++ htof/parse.py | 181 +- .../Hip21/IntermediateData/H000039.csv | 119 + .../Hip21/IntermediateData/H000651.csv | 170 + .../Hip21/IntermediateData/H072477.csv | 69 + .../Hip21/IntermediateData/H094046.csv | 83 + htof/test/test_main.py | 2 +- htof/test/test_parse.py | 39 +- 8 files changed, 118501 insertions(+), 112 deletions(-) create mode 100644 htof/data/hip21_java_nobs_discrepant.txt create mode 100644 htof/test/data_for_tests/Hip21/IntermediateData/H000039.csv create mode 100644 htof/test/data_for_tests/Hip21/IntermediateData/H000651.csv create mode 100644 htof/test/data_for_tests/Hip21/IntermediateData/H072477.csv create mode 100644 htof/test/data_for_tests/Hip21/IntermediateData/H094046.csv diff --git a/htof/data/hip21_java_nobs_discrepant.txt b/htof/data/hip21_java_nobs_discrepant.txt new file mode 100644 index 0000000..d6bced7 --- /dev/null +++ b/htof/data/hip21_java_nobs_discrepant.txt @@ -0,0 +1,117950 @@ + 1 0 + 2 0 + 3 0 + 4 0 + 5 0 + 6 1 + 7 0 + 8 0 + 9 0 + 10 0 + 11 0 + 12 0 + 13 0 + 14 0 + 15 0 + 16 0 + 17 0 + 18 1 + 19 0 + 20 0 + 21 0 + 22 0 + 23 0 + 24 0 + 25 0 + 26 0 + 27 0 + 28 0 + 29 0 + 30 1 + 31 0 + 32 0 + 33 0 + 34 0 + 35 1 + 36 0 + 37 0 + 38 0 + 39 1 + 40 0 + 41 0 + 42 0 + 43 0 + 44 0 + 45 0 + 46 1 + 47 1 + 48 0 + 49 0 + 50 0 + 51 0 + 52 0 + 53 0 + 54 0 + 55 0 + 56 0 + 57 0 + 58 0 + 59 0 + 60 0 + 61 0 + 62 0 + 63 0 + 64 0 + 65 0 + 66 0 + 67 0 + 68 0 + 69 0 + 70 0 + 71 0 + 72 0 + 73 0 + 74 1 + 75 0 + 76 0 + 77 0 + 78 0 + 79 0 + 80 0 + 81 0 + 82 0 + 83 0 + 84 0 + 85 0 + 86 0 + 87 1 + 88 0 + 89 0 + 90 0 + 91 2 + 92 0 + 93 0 + 94 0 + 95 0 + 96 0 + 97 0 + 98 0 + 99 0 + 100 0 + 101 0 + 102 0 + 103 1 + 104 0 + 105 0 + 106 0 + 107 0 + 108 0 + 109 0 + 110 0 + 111 1 + 112 0 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epoch=None, residuals=None, inverse_covarian epoch=epoch, residuals=residuals, inverse_covariance_matrix=inverse_covariance_matrix) - def parse(self, star_id, intermediate_data_directory, error_inflate=True, header_rows=1, attempt_adhoc_rejection=True, **kwargs): + def parse(self, star_id, intermediate_data_directory, error_inflate=True, header_rows=1, **kwargs): """ :param: star_id: :param: intermediate_data_directory: @@ -312,21 +313,30 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, header Michalik and Floor van Leeuwen, April 2019). """ header = self.read_intermediate_data_file(star_id, intermediate_data_directory, - skiprows=0, header=None, sep=r'\s+').iloc[0] + skiprows=0, header=None, sep=r'\s+') data = self.read_intermediate_data_file(star_id, intermediate_data_directory, skiprows=header_rows, header=None, sep=r'\s+') self.scan_angle = np.arctan2(data[3], data[4]) # data[3] = sin(psi), data[4] = cos(psi) self._epoch = data[1] + 1991.25 self.residuals = data[5] # unit milli-arcseconds (mas) self.along_scan_errs = data[6] # unit milli-arcseconds (mas) - n_transits, nparam, catalog_f2, percent_rejected = header[2], get_nparam(header[4]), header[6], header[7] - if attempt_adhoc_rejection: - # must reject before inflating errors, otherwise F2 is around zero. - self.rejected_epochs = find_epochs_to_reject(self, catalog_f2, n_transits, nparam, percent_rejected) + n_transits, nparam, catalog_f2, percent_rejected = header.iloc[0][2], get_nparam(header.iloc[0][4]), header.iloc[0][6], header.iloc[0][7] + if percent_rejected > 0: + # TODO there are 10,000 sources with more than one rejected epoch, and only 700 of them have + # this write out bug. We could try and reverse engineer the rejected epochs (like we did before) + # for any sources that do not have the write out bug. + # we should probably do this, since I imagnie we will have ~15000 or so sources that we cannot refit + # from the DVD if we do not do anything. + warnings.warn(f"You are parsing a DVD source that has {percent_rejected} percent " + f"rejected observations. Note that the write out bug, plus the issue that " + f"rejected observations are not indicated, makes it difficult to algorithmically reject " + f"the correct epochs and assign residuals correctly. The IAD for this source will " + f"not reflect the best-fit solution. Please use the java tool data instead, or correct " + f"the data file yourself.", UserWarning) if error_inflate: # adjust the along scan errors so that the errors on the best fit parameters match the catalog. - # TODO check that oyu sohuld incorporate n_reject as well. self.along_scan_errs *= self.error_inflation_factor(n_transits, nparam, catalog_f2) + return header, data @staticmethod def error_inflation_factor(ntr, nparam, f2): @@ -355,12 +365,27 @@ def __init__(self, scan_angle=None, epoch=None, residuals=None, inverse_covarian epoch=epoch, residuals=residuals, inverse_covariance_matrix=inverse_covariance_matrix) - def parse(self, star_id, intermediate_data_directory, **kwargs): + def parse(self, star_id, intermediate_data_directory, attempt_adhoc_rejection=True, **kwargs): # TODO set error error_inflate=True when the F2 value is available in the headers of 2.1 data. - super(HipparcosRereductionJavaTool, self).parse(star_id, intermediate_data_directory, - error_inflate=False, header_rows=5, attempt_adhoc_rejection=False) - epochs_to_reject = np.where(self.along_scan_errs < 0)[0] - self.rejected_epochs = {'residual/along_scan_error': list(epochs_to_reject), 'orbit/scan_angle/time': list(epochs_to_reject)} + header, raw_data = super(HipparcosRereductionJavaTool, self).parse(star_id, intermediate_data_directory, + error_inflate=False, header_rows=5, + attempt_adhoc_rejection=False) + n_transits, n_expected_transits = header.iloc[1][4], header.iloc[0][2] + n_additional_reject = n_transits - n_expected_transits + print(n_additional_reject) + if attempt_adhoc_rejection and n_additional_reject > 0: + epochs_to_reject = find_epochs_to_reject_java(self, n_additional_reject) + if not attempt_adhoc_rejection and n_additional_reject > 0: + warnings.warn("attempt_adhoc_rejection = False and this is a bugged source. " + "You are foregoing the write out bug " + "correction for this Java tool source. The IAD will not correspond exactly " + "to the best fit solution. ", UserWarning) + if n_additional_reject == 0: + epochs_to_reject = np.where(self.along_scan_errs < 0)[0] + epochs_to_reject = {'residual/along_scan_error': list(epochs_to_reject), + 'orbit/scan_angle/time': list(epochs_to_reject)} + self.rejected_epochs = epochs_to_reject + return header, raw_data # setting self.rejected_epochs also rejects the epochs (see the @setter) @@ -394,98 +419,62 @@ def match_filename(paths, star_id): return [f for f in paths if digits_only(os.path.basename(f).split('.')[0]).zfill(6) == star_id.zfill(6)] -def find_epochs_to_reject(data: DataParser, catalog_f2, n_transits, nparam, percent_rejected): - # TODO there are degeneracies in the best epochs to reject. E.g. for hip 39, as long as the last +def find_epochs_to_reject_java(data: DataParser, n_additional_reject): + # Note there are degeneracies in the best epochs to reject. E.g. for hip 39, as long as the last # residual is rejected, basically any of the 1426 orbits (Because they are all similar) # can be rejected and they result in a very similar chisquared. - max_atol_f2 = 0.1 # f2 must match to the catalog within this to be considered valid. - chisquared_threshold = 0.1 # squareroot of the sum of the chisquared partials, above which something should be flagged - # Calculate how many observations were probably rejected - n_reject = 0#max(floor((percent_rejected - 1) / 100 * n_transits), 0) - max_n_reject = max(ceil(percent_rejected / 100 * n_transits), 1) - max_n_reject = min(max_n_reject, 1) # limit to 1 rejected epoch to limit combinatoric stress. possible_rejects = np.arange(len(data)) - # Calculate f2 without rejecting any observations - chisquared = np.sum((data.residuals.values/data.along_scan_errs.values)**2) - f2 = compute_f2(n_transits - nparam, chisquared) # calculate the chisquared partials sin_scan = np.sin(data.scan_angle.values) cos_scan = np.cos(data.scan_angle.values) dt = data.epoch - 1991.25 - chi2_vector = (2 * data.residuals.values / data.along_scan_errs.values ** 2 * np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan])).T - sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector, axis=0) ** 2)) - # - # Check if f2 agrees with the catalog. - f2_matches_catalog = np.isclose(catalog_f2, f2, atol=max_atol_f2) - # check if the chisquared partials are small - stationary_point = sum_chisquared_partials < chisquared_threshold - resid_reject_idx = [] # index of the residual and along_scan error pair to throw out + resid_reject_idx = [len(data) - 1 - i for i in range(int(n_additional_reject))] # always reject the repeated observations. orbit_reject_idx = [] # index of the orbit/scan_angle/time set to throw out. - if not f2_matches_catalog or not stationary_point: - # if f2 doesn't match and the solution is not a stationary point, then there is probably - # something wrong with this source. So try to fix it. - residuals_to_keep = np.ones(len(data), dtype=bool) - orbits_to_keep = np.ones(len(data), dtype=bool) - found_epoch_to_reject = False - while n_reject < max_n_reject and not found_epoch_to_reject: - # calculate f2 given sets of rejected observations of n_reject. - n_reject += 1 - orbit_combinations = list(set(itertools.combinations(possible_rejects, n_reject))) - # often the epoch to reject is the last n_reject epochs. so start with those: - combinations = [tuple(len(data) - 1 - i for i in range(n_reject))] + orbit_combinations - # note that this can be sped up for high n_reject by doing: - # combinations = [tuple(len(data) - 1 - i for i in range(n_reject))] - # also we should be able to do the orbit reject calculation fairly easily in memory. - # for 100 choose 3 we have like 250,000 combinations of orbits -- we sghould be able to - # do those in 10,000 orbit chunks in memory and gain a factor of 10,000 speed up. - for resid_to_reject in combinations: - if found_epoch_to_reject: - continue # skip the calculation if we already found the answer. - for atol in [0.01, max_atol_f2]: # try a stricter f2 atol first. - if found_epoch_to_reject: - continue # skip the calculation if we already found the answer. - residuals_to_keep[list(resid_to_reject)] = False # need to reset this to true later - # calculate the f2 value - chisquared = np.nansum((data.residuals.values[residuals_to_keep] / data.along_scan_errs.values[residuals_to_keep]) ** 2) - # the f2 comparisons would be the easiest part to arrify. - f2 = compute_f2(n_transits - n_reject - nparam, chisquared) - if np.isclose(catalog_f2, f2, atol=atol): - candidate_orbit_rejects = [] - candidate_orbit_chisquared_partials = [] - # if the f2 value matches the catalog, then we know that we rejected the right residual and - # al error pair. now we just need to find which actual orbit time to reject. - for orbit_to_reject in orbit_combinations: - orbits_to_keep[list(orbit_to_reject)] = False - # now we want to try a variety of deleting orbits and sliding the other orbits - # upward to fill the vacancy. - - # this pops the orbits out and shifts all the orbits after upwards: - orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T[orbits_to_keep].T - # this simultaneously deletes one of the residuals, assigns the remaining residuals to the - # shifted orbits, and calculates the chi2 partials vector per orbit: - residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2)[residuals_to_keep] - chi2_vector = (2 * residual_factors * orbit_factors).T - # sum the square of the chi2 partials to decide for whether or not it is a stationary point. - sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector, axis=0) ** 2)) - if sum_chisquared_partials < 0.1: - candidate_orbit_rejects.append(orbit_to_reject) - candidate_orbit_chisquared_partials.append(sum_chisquared_partials) - resid_reject_idx = resid_to_reject - found_epoch_to_reject = True - # this is a good enough stationary point and also matches the f2 value (by construction) - # that this combination is probably the right combination. - # reset for the next loop: - orbits_to_keep[list(orbit_to_reject)] = True - - if found_epoch_to_reject: - # if there is at least one candidate orbit to reject, take the one that yields - # the smallest chisquared partials (is closest to a stationary point) - orbit_reject_idx = np.array(candidate_orbit_rejects)[np.argmin(candidate_orbit_chisquared_partials)] - - # reset for the next loop: - residuals_to_keep[list(resid_to_reject)] = True - return {'residual/along_scan_error': list(resid_reject_idx), - 'orbit/scan_angle/time': list(orbit_reject_idx)} + + # need to iterate over popping orbit combinations + # then after popping, set the contributions to 0 of those rows with negative AL errors + # then calculate chisquared, saving that chisquared value. + # take the best chisquared value + # change rejected epochs to additionl rejected epochs + # in the @setter for rejected epochs, delete the ones with negative AL errors. or something. + orbits_to_keep = np.ones(len(data), dtype=bool) + orbit_combinations = list(set(itertools.combinations(possible_rejects, int(n_additional_reject)))) + # + residuals_to_keep = np.ones(len(data), dtype=bool) + residuals_to_keep[resid_reject_idx] = False + known_rejected_residuals = (data.residuals.values < 0).astype(bool) + # we should be able to do the orbit reject calculation fairly easily in memory. + # for 100 choose 3 we have like 250,000 combinations of orbits -- we sghould be able to + # do those in 10,000 orbit chunks in memory and gain a factor of 10,000 speed up. + candidate_orbit_rejects = [] + candidate_orbit_chisquared_partials = [] + for orbit_to_reject in orbit_combinations: + orbits_to_keep[list(orbit_to_reject)] = False + # now we want to try a variety of deleting orbits and sliding the other orbits + # upward to fill the vacancy. + + # this pops the orbits out and shifts all the orbits after upwards: + orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T[orbits_to_keep].T + # this simultaneously deletes one of the residuals, assigns the remaining residuals to the + # shifted orbits, and calculates the chi2 partials vector per orbit: + residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2)[residuals_to_keep] + chi2_vector = (2 * residual_factors * orbit_factors).T + # sum the square of the chi2 partials to decide for whether or not it is a stationary point. + sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector * (known_rejected_residuals[residuals_to_keep]).reshape(-1, 1), + axis=0) ** 2)) + candidate_orbit_rejects.append(orbit_to_reject) + candidate_orbit_chisquared_partials.append(sum_chisquared_partials) + # this is a good enough stationary point and also matches the f2 value (by construction) + # that this combination is probably the right combination. + # reset for the next loop: + orbits_to_keep[list(orbit_to_reject)] = True + + orbit_reject_idx = np.array(candidate_orbit_rejects)[np.argmin(candidate_orbit_chisquared_partials)] + if np.min(candidate_orbit_chisquared_partials) > 5: + warnings.warn("Attempted to fix the write out bug, but this is one of the few sources that " + "htof cannot fix. ", UserWarning) + + return {'residual/along_scan_error': list(resid_reject_idx), 'orbit/scan_angle/time': list(orbit_reject_idx)} def get_nparam(nparam_header_val): diff --git a/htof/test/data_for_tests/Hip21/IntermediateData/H000039.csv b/htof/test/data_for_tests/Hip21/IntermediateData/H000039.csv new file mode 100644 index 0000000..673320b --- /dev/null +++ b/htof/test/data_for_tests/Hip21/IntermediateData/H000039.csv @@ -0,0 +1,119 @@ + 39 -1 113 -1 5 -1 -1 0 + 7.567 0.475 0 5 114 0 + 0.11186159 -16.69693029 10.81 167.23 -32.19 + 0.59200001 0.43300000 0.74 0.84 0.38 + + 434 -0.8785 -0.5276 -0.0603 -0.9982 4.17 3.09 + 435 -0.8773 -0.5236 -0.0549 -0.9985 2.62 2.80 + 544 -0.7448 -0.6122 -0.3466 -0.9380 0.81 2.33 + 544 -0.7448 -0.6140 -0.3489 -0.9371 -6.23 2.86 + 544 -0.7448 -0.6129 -0.3476 -0.9376 0.72 2.35 + 823 -0.4057 0.2796 -0.8505 0.5260 -1.53 2.54 + 823 -0.4057 0.2789 -0.8500 0.5268 0.75 1.76 + 823 -0.4057 0.2764 -0.8481 0.5298 6.11 2.59 + 823 -0.4057 0.2752 -0.8474 0.5310 1.69 1.84 + 823 -0.4057 0.2717 -0.8446 0.5354 0.39 2.54 + 823 -0.4057 0.2711 -0.8445 0.5356 -2.52 1.88 + 824 -0.4045 0.2670 -0.8380 0.5456 -3.76 2.08 + 857 -0.3644 -0.5321 0.0822 0.9966 1.49 3.53 + 857 -0.3644 -0.5324 0.0823 0.9966 0.52 4.82 + 857 -0.3644 -0.5367 0.0885 0.9961 -4.07 3.30 + 857 -0.3644 -0.5365 0.0884 0.9961 -2.71 4.38 + 857 -0.3644 -0.5405 0.0934 0.9956 -2.96 2.19 + 857 -0.3644 -0.5410 0.0943 0.9955 -1.03 2.09 + 925 -0.2818 0.6671 -0.9123 0.4096 -3.87 4.22 + 925 -0.2818 0.6664 -0.9119 0.4104 4.32 2.63 +1009 -0.1796 -0.1821 0.0678 0.9977 -4.88 3.68 +1010 -0.1785 -0.1692 0.0538 0.9986 -0.71 4.69 +1010 -0.1785 -0.1639 0.0465 0.9989 0.16 3.21 +1010 -0.1785 -0.1587 0.0397 0.9992 -5.25 4.42 +1010 -0.1785 -0.1586 0.0400 0.9992 2.09 3.16 +1010 -0.1785 -0.1536 0.0327 0.9995 3.32 3.99 +1011 -0.1773 -0.1451 0.0257 0.9997 7.37 3.72 +1011 -0.1773 -0.1458 0.0264 0.9997 6.84 3.65 +1011 -0.1773 -0.1402 0.0188 0.9998 2.04 3.72 +1011 -0.1773 -0.1401 0.0187 0.9998 3.15 3.19 +1011 -0.1773 -0.1358 0.0125 0.9999 -8.75 3.79 +1011 -0.1773 -0.1354 0.0121 0.9999 7.35 3.11 +1011 -0.1773 -0.1306 0.0052 1.0000 -1.30 3.87 +1011 -0.1773 -0.1292 0.0034 1.0000 3.66 3.10 +1011 -0.1773 -0.1248 -0.0024 1.0000 3.70 3.53 +1011 -0.1773 -0.1200 -0.0041 1.0000 -11.38 7.99 +1012 -0.1761 -0.1160 -0.0094 1.0000 0.79 3.74 +1012 -0.1761 -0.1164 -0.0097 1.0000 -0.53 4.95 +1012 -0.1761 -0.1116 -0.0161 0.9999 2.98 3.69 +1012 -0.1761 -0.1110 -0.0166 0.9999 1.36 5.18 +1012 -0.1761 -0.1057 -0.0239 0.9997 1.66 4.42 +1012 -0.1761 -0.1057 -0.0238 0.9997 3.62 5.45 +1012 -0.1761 -0.1014 -0.0305 0.9995 -3.59 4.66 +1012 -0.1761 -0.1011 -0.0304 0.9995 -7.21 4.65 +1012 -0.1761 -0.0956 -0.0379 0.9993 4.98 4.58 +1012 -0.1761 -0.0951 -0.0393 0.9992 -6.96 5.06 +1013 -0.1750 -0.0828 -0.0518 0.9987 -0.45 3.65 +1013 -0.1750 -0.0783 -0.0581 0.9983 4.91 4.46 +1221 0.0779 -0.1819 0.4122 -0.9111 -1.79 2.38 +1221 0.0779 -0.1800 0.4138 -0.9104 10.05 5.00 +1221 0.0779 -0.1776 0.4172 -0.9088 1.98 2.53 +1221 0.0779 -0.1764 0.4188 -0.9081 -1.60 4.94 +1221 0.0779 -0.1725 0.4238 -0.9058 -2.33 2.78 +1221 0.0779 -0.1719 0.4244 -0.9055 5.34 5.03 +1242 0.1034 0.4162 0.8975 -0.4411 -2.08 1.91 +1242 0.1034 0.4175 0.8983 -0.4394 2.10 1.77 +1243 0.1046 0.4296 0.9027 -0.4303 -0.01 1.99 +1243 0.1046 0.4334 0.9053 -0.4248 3.23 2.82 +1243 0.1046 0.4335 0.9053 -0.4247 1.06 1.84 +1323 0.2018 -0.6904 -0.3207 -0.9472 6.84 5.40 +1323 0.2018 -0.6919 -0.3226 -0.9466 -4.26 4.90 +1323 0.2018 -0.6908 -0.3211 -0.9470 -0.70 5.20 +1323 0.2018 -0.6913 -0.3218 -0.9468 -0.12 4.76 +1402 0.2977 0.4332 0.7035 -0.7107 -1.18 2.68 +1402 0.2977 0.4336 0.7036 -0.7106 2.13 3.80 +1402 0.2977 0.4295 0.6996 -0.7145 -2.99 1.82 +1402 0.2977 0.4293 0.6995 -0.7147 4.33 1.96 +1402 0.2977 0.4270 0.6972 -0.7169 -1.28 1.51 +1402 0.2977 0.4247 0.6951 -0.7189 -1.02 1.34 +1403 0.2991 0.4107 0.6814 -0.7319 -0.33 2.22 +1426 0.3270 -0.1196 0.0132 -0.9999 -3.49 5.04 +1426 0.3270 -0.1208 0.0117 -0.9999 -0.33 3.13 +1426 0.3270 -0.1242 0.0065 -1.0000 6.13 5.16 +1426 0.3270 -0.1245 0.0067 -1.0000 2.51 2.93 +1426 0.3270 -0.1298 -0.0010 -1.0000 -2.23 3.80 +1426 0.3270 -0.1302 -0.0007 -1.0000 1.96 6.28 +1768 0.7424 -0.6332 0.3561 0.9345 -0.83 3.24 +1768 0.7424 -0.6321 0.3547 0.9350 0.87 3.07 +1768 0.7424 -0.6321 0.3545 0.9350 -2.15 3.22 +1768 0.7424 -0.6316 0.3539 0.9353 0.43 2.19 +1808 0.7910 0.4391 -0.7220 0.6919 -0.01 1.91 +1808 0.7910 0.4424 -0.7252 0.6885 -1.47 1.92 +1808 0.7910 0.4426 -0.7254 0.6884 -0.26 1.63 +2102 1.1479 -0.6180 -0.1842 -0.9829 -2.27 2.54 +2102 1.1479 -0.6187 -0.1851 -0.9827 0.48 2.77 +2102 1.1479 -0.6164 -0.1821 -0.9833 5.97 3.09 +2102 1.1479 -0.6166 -0.1824 -0.9832 1.12 2.02 +2488 1.6167 0.4489 -0.9106 0.4133 5.57 2.74 +2488 1.6167 0.4492 -0.9107 0.4132 -3.90 2.34 +2488 1.6167 0.4450 -0.9084 0.4182 3.27 3.48 +2535 1.6741 -0.6485 0.2497 0.9683 1.70 3.32 +2535 1.6741 -0.6494 0.2511 0.9680 4.61 3.36 +2654 1.8182 -0.2200 0.1075 0.9942 -0.30 2.80 +2655 1.8195 -0.1953 0.0792 0.9969 -2.80 2.64 +2655 1.8195 -0.1943 0.0780 0.9970 0.84 3.04 +2655 1.8195 -0.1898 0.0718 0.9974 1.40 2.75 +2655 1.8195 -0.1893 0.0710 0.9975 1.59 3.34 +2655 1.8195 -0.1852 0.0653 0.9979 1.69 3.08 +2655 1.8195 -0.1843 0.0639 0.9980 -3.99 3.25 +2656 1.8209 -0.1562 0.0308 0.9995 1.21 2.53 +2656 1.8209 -0.1534 0.0278 0.9996 1.92 2.85 +2657 1.8219 -0.1366 0.0081 1.0000 -0.14 2.45 +2657 1.8219 -0.1377 0.0094 1.0000 5.06 3.03 +2657 1.8219 -0.1323 0.0022 1.0000 -0.59 2.64 +2657 1.8219 -0.1305 -0.0002 1.0000 0.39 2.96 +2657 1.8219 -0.1270 -0.0050 1.0000 4.61 3.35 +2657 1.8219 -0.1265 -0.0056 1.0000 1.52 3.05 +2658 1.8230 -0.1095 -0.0254 0.9997 -3.63 2.54 +2658 1.8230 -0.1085 -0.0259 0.9997 -2.25 1.91 +2658 1.8230 -0.1048 -0.0316 0.9995 -3.48 2.99 +2658 1.8230 -0.1033 -0.0337 0.9994 -4.61 4.61 +2660 1.8257 -0.0434 -0.1066 0.9943 0.04 2.75 +2660 1.8257 -0.0407 -0.1097 0.9940 -3.21 3.04 +2660 1.8257 -0.0364 -0.1156 0.9933 -3.28 3.04 diff --git a/htof/test/data_for_tests/Hip21/IntermediateData/H000651.csv b/htof/test/data_for_tests/Hip21/IntermediateData/H000651.csv new file mode 100644 index 0000000..31a1651 --- /dev/null +++ b/htof/test/data_for_tests/Hip21/IntermediateData/H000651.csv @@ -0,0 +1,170 @@ + 651 -1 164 -1 5 -1 -1 3 + 9.820 0.434 0 5 165 3 + 2.00331229 -39.61207481 4.77 44.14 -17.47 + 0.68099999 0.65499997 1.18 0.80 0.97 + + 134 -1.2433 0.5496 -0.7488 0.6628 -9.59 6.28 + 134 -1.2433 0.5541 -0.7516 0.6596 -3.71 8.16 + 339 -0.9940 0.0106 0.9664 -0.2571 1.18 6.81 + 339 -0.9940 0.0105 0.9662 -0.2579 1.86 5.58 + 339 -0.9940 0.0152 0.9679 -0.2515 4.02 6.88 + 339 -0.9940 0.0140 0.9677 -0.2519 1.19 4.55 + 340 -0.9928 0.0319 0.9715 -0.2370 1.49 4.33 + 340 -0.9928 0.0363 0.9727 -0.2320 2.88 5.78 + 340 -0.9928 0.0356 0.9727 -0.2320 -2.59 4.47 + 340 -0.9928 0.0419 0.9746 -0.2240 0.53 5.57 + 340 -0.9928 0.0411 0.9745 -0.2243 3.19 4.21 + 340 -0.9928 0.0442 0.9755 -0.2202 7.18 4.27 + 340 -0.9928 0.0468 0.9762 -0.2168 1.21 4.17 + 340 -0.9928 0.0504 0.9772 -0.2125 -8.89 5.23 + 341 -0.9915 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0.6295 0.2203 -0.2507 0.9681 -2.78 3.88 +1965 0.9816 -0.6625 -0.5560 -0.8312 4.50 3.77 +1965 0.9816 -0.6624 -0.5558 -0.8313 7.84 3.84 +1965 0.9816 -0.6622 -0.5558 -0.8313 -2.00 4.67 +1965 0.9816 -0.6616 -0.5552 -0.8317 16.59 4.32 +2032 1.0630 0.5927 0.6679 -0.7443 -3.37 2.95 +2032 1.0630 0.5884 0.6649 -0.7469 3.34 3.13 +2070 1.1091 -0.3380 -0.4323 -0.9017 -1.54 3.09 +2070 1.1091 -0.3376 -0.4316 -0.9021 2.43 3.54 +2070 1.1091 -0.3407 -0.4350 -0.9004 -6.17 4.21 +2070 1.1091 -0.3406 -0.4355 -0.9002 4.95 4.32 +2728 1.9082 -0.3762 -0.2264 -0.9740 -6.89 4.21 +2728 1.9082 -0.3730 -0.2222 -0.9750 4.24 4.32 diff --git a/htof/test/test_main.py b/htof/test/test_main.py index 1a0458f..8f36390 100644 --- a/htof/test/test_main.py +++ b/htof/test/test_main.py @@ -40,7 +40,7 @@ def test_parse_and_fit_to_line(): assert np.isclose(mu_dec, 1) -class TestHipReReductionCDFits: +class TestHipReReductionDVDFits: CATALOG = load_hip2_catalog('htof/test/data_for_tests/Hip2/truncated_hip2dvd_Main_Cat.d') NINEP = load_hip2_nine_p_annex('htof/test/data_for_tests/Hip2/NineP_Cat.d') SEVENP = load_hip2_seven_p_annex('htof/test/data_for_tests/Hip2/SevenP_Cat.d') diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index c1d543c..e866e80 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -114,20 +114,6 @@ def test_parse(self): assert np.isclose(data._epoch[84], 1991.952) assert np.isclose(np.sin(data.scan_angle[84]), -0.8083, rtol=.01) - @pytest.mark.parametrize("hip_id,nobs,rej_obs", [('39', 114, {'orbit/scan_angle/time': [72], - 'residual/along_scan_error': [113]}), ('27321', 111, {}), - ('072477', 64, {})]) - def test_reject_obs(self, hip_id, nobs, rej_obs): - test_data_directory = os.path.join(os.getcwd(), 'htof/test/data_for_tests/Hip2') - data = HipparcosRereductionDVDBook() - - data.parse(star_id=hip_id, intermediate_data_directory=test_data_directory) - assert len(data) == nobs - len(rej_obs.get('orbit/scan_angle/time', [])) - # Note that for hip39, any of the orbits within 1426 are ok to reject. I.e. 70 through 75. - if len(rej_obs) > 0: - assert np.isclose(data.rejected_epochs['orbit/scan_angle/time'], rej_obs['orbit/scan_angle/time']) - assert np.isclose(data.rejected_epochs['orbit/scan_angle/time'], rej_obs['orbit/scan_angle/time']) - class TestHipparcosRereductionJavaTool: test_data_directory = os.path.join(os.getcwd(), 'htof/test/data_for_tests/Hip21') @@ -143,13 +129,36 @@ def test_parse(self): assert np.isclose(data._epoch[84], 1991.9523) assert np.isclose(np.sin(data.scan_angle[84]), -0.8083, rtol=.01) - def test_outlier_reject(self): + def test_outlier_reject_nowriteoutbug(self): + # test that outliers are rejected when it is a source without the write out bug. data = HipparcosRereductionJavaTool() data.parse(star_id='27100', intermediate_data_directory=self.test_data_directory) assert len(data) == 147 - 2 # num entries - num outliers # outliers are marked with negative AL errors. Assert outliers are gone. assert np.all(data.along_scan_errs > 0) + @pytest.mark.parametrize("hip_id,nobs,rej_obs", [('39', 114, {'orbit/scan_angle/time': [72], + 'residual/along_scan_error': [113]}), + ('651', 114, {'orbit/scan_angle/time': [72], + 'residual/along_scan_error': [113]}), + ('94046', 114, {'orbit/scan_angle/time': [2], + 'residual/along_scan_error': [2]}), + ('27321', 111, {}), + ('072477', 64, {})]) + def test_reject_obs(self, hip_id, nobs, rej_obs): + # hip 651 is a great test source because it has 3 rejected observations (negative AL errors) + # and it has an uncatalogued rejection that we need to fix. + test_data_directory = os.path.join(os.getcwd(), 'htof/test/data_for_tests/Hip21') + data = HipparcosRereductionJavaTool() + + data.parse(star_id=hip_id, intermediate_data_directory=test_data_directory) + assert len(data) == nobs - len(rej_obs.get('orbit/scan_angle/time', [])) + # Note that for hip39, any of the orbits within 1426 are ok to reject. I.e. 70 through 75. + if len(rej_obs) > 0: + assert np.isclose(data.rejected_epochs['orbit/scan_angle/time'], rej_obs['orbit/scan_angle/time']) + assert np.isclose(data.rejected_epochs['orbit/scan_angle/time'], rej_obs['orbit/scan_angle/time']) + + class TestDataParser: def test_parse_raises_file_not_found_error(self): From e8fb3c5443886aa03e526490b2848b0958d4993f Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Fri, 7 May 2021 11:27:57 -0700 Subject: [PATCH 10/57] accurate epoch rejection for sources with 3 or fewer rejected epochs --- htof/parse.py | 85 ++++--- .../Hip21/IntermediateData/H042975.csv | 216 ++++++++++++++++++ .../Hip21/IntermediateData/H044050.csv | 79 +++++++ htof/test/test_parse.py | 56 +++-- 4 files changed, 385 insertions(+), 51 deletions(-) create mode 100644 htof/test/data_for_tests/Hip21/IntermediateData/H042975.csv create mode 100644 htof/test/data_for_tests/Hip21/IntermediateData/H044050.csv diff --git a/htof/parse.py b/htof/parse.py index 4ad114f..8b97de9 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -41,7 +41,6 @@ def __init__(self, scan_angle=None, epoch=None, residuals=None, inverse_covarian self.residuals = pd.Series(residuals, dtype=np.float64) self.along_scan_errs = pd.Series(along_scan_errs, dtype=np.float64) self.inverse_covariance_matrix = inverse_covariance_matrix - self._rejected_epochs = {} @staticmethod def read_intermediate_data_file(star_id: str, intermediate_data_directory: str, skiprows, header, sep): @@ -118,21 +117,6 @@ def as_table(self): t = QTable(cols, names=['scan_angle', 'julian_day_epoch', 'residuals', 'along_scan_errs', 'icov']) return t - @property - def rejected_epochs(self): - return self._rejected_epochs - - @rejected_epochs.setter - def rejected_epochs(self, value): - residuals_to_reject, orbits_to_reject = value['residual/along_scan_error'], value['orbit/scan_angle/time'] - not_outlier = np.ones(len(self), dtype=bool) - np.put(not_outlier, residuals_to_reject, False) - self.residuals, self.along_scan_errs = self.residuals[not_outlier], self.along_scan_errs[not_outlier] - not_outlier = np.ones(len(self), dtype=bool) - np.put(not_outlier, orbits_to_reject, False) - self._epoch, self.scan_angle = self._epoch[not_outlier], self.scan_angle[not_outlier] - self._rejected_epochs = value - def __add__(self, other): all_scan_angles = pd.concat([self.scan_angle, other.scan_angle]) all_epoch = pd.concat([pd.DataFrame(self.julian_day_epoch()), pd.DataFrame(other.julian_day_epoch())]) @@ -292,6 +276,9 @@ def __init__(self, scan_angle=None, epoch=None, residuals=None, inverse_covarian super(HipparcosRereductionDVDBook, self).__init__(scan_angle=scan_angle, along_scan_errs=along_scan_errs, epoch=epoch, residuals=residuals, inverse_covariance_matrix=inverse_covariance_matrix) + self._additional_rejected_epochs = {} # epochs that need to be rejected due to the write out bug. + self._rejected_epochs = {} # epochs that are known rejects, e.g., + # those that have negative AL errors in the java tool def parse(self, star_id, intermediate_data_directory, error_inflate=True, header_rows=1, **kwargs): """ @@ -321,7 +308,7 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, header self.residuals = data[5] # unit milli-arcseconds (mas) self.along_scan_errs = data[6] # unit milli-arcseconds (mas) n_transits, nparam, catalog_f2, percent_rejected = header.iloc[0][2], get_nparam(header.iloc[0][4]), header.iloc[0][6], header.iloc[0][7] - if percent_rejected > 0: + if percent_rejected > 0 and type(self) is HipparcosRereductionDVDBook: # TODO there are 10,000 sources with more than one rejected epoch, and only 700 of them have # this write out bug. We could try and reverse engineer the rejected epochs (like we did before) # for any sources that do not have the write out bug. @@ -357,6 +344,32 @@ def error_inflation_factor(ntr, nparam, f2): u = np.sqrt(Q/nu) # equation B.4. This is the chi squared statistic of the fit. return u + def _reject_epochs(self, attr_to_set, value): + residuals_to_reject, orbits_to_reject = value['residual/along_scan_error'], value['orbit/scan_angle/time'] + not_outlier = np.ones(len(self), dtype=bool) + np.put(not_outlier, residuals_to_reject, False) + self.residuals, self.along_scan_errs = self.residuals[not_outlier], self.along_scan_errs[not_outlier] + not_outlier = np.ones(len(self), dtype=bool) + np.put(not_outlier, orbits_to_reject, False) + self._epoch, self.scan_angle = self._epoch[not_outlier], self.scan_angle[not_outlier] + setattr(self, attr_to_set, value) + + @property + def additional_rejected_epochs(self): + return self._additional_rejected_epochs + + @additional_rejected_epochs.setter + def additional_rejected_epochs(self, value): + self._reject_epochs('_additional_rejected_epochs', value) + + @property + def rejected_epochs(self): + return self._rejected_epochs + + @rejected_epochs.setter + def rejected_epochs(self, value): + self._reject_epochs('_rejected_epochs', value) + class HipparcosRereductionJavaTool(HipparcosRereductionDVDBook): def __init__(self, scan_angle=None, epoch=None, residuals=None, inverse_covariance_matrix=None, @@ -365,26 +378,28 @@ def __init__(self, scan_angle=None, epoch=None, residuals=None, inverse_covarian epoch=epoch, residuals=residuals, inverse_covariance_matrix=inverse_covariance_matrix) - def parse(self, star_id, intermediate_data_directory, attempt_adhoc_rejection=True, **kwargs): + def parse(self, star_id, intermediate_data_directory, attempt_adhoc_rejection=True, reject_known=True, **kwargs): # TODO set error error_inflate=True when the F2 value is available in the headers of 2.1 data. header, raw_data = super(HipparcosRereductionJavaTool, self).parse(star_id, intermediate_data_directory, - error_inflate=False, header_rows=5, - attempt_adhoc_rejection=False) + error_inflate=False, header_rows=5, + attempt_adhoc_rejection=False) n_transits, n_expected_transits = header.iloc[1][4], header.iloc[0][2] n_additional_reject = n_transits - n_expected_transits print(n_additional_reject) if attempt_adhoc_rejection and n_additional_reject > 0: - epochs_to_reject = find_epochs_to_reject_java(self, n_additional_reject) + self.additional_rejected_epochs = find_epochs_to_reject_java(self, n_additional_reject) if not attempt_adhoc_rejection and n_additional_reject > 0: warnings.warn("attempt_adhoc_rejection = False and this is a bugged source. " "You are foregoing the write out bug " "correction for this Java tool source. The IAD will not correspond exactly " "to the best fit solution. ", UserWarning) - if n_additional_reject == 0: - epochs_to_reject = np.where(self.along_scan_errs < 0)[0] - epochs_to_reject = {'residual/along_scan_error': list(epochs_to_reject), - 'orbit/scan_angle/time': list(epochs_to_reject)} - self.rejected_epochs = epochs_to_reject + epochs_to_reject = np.where(self.along_scan_errs < 0)[0] # note that we have to reject + # the epochs with negative along scan errors (the formally known epochs that need to be rejected) + # AFTER we have done the bug correction (rejected the epochs from the write out bug). This order + # is important because the write out bug correction shuffles the orbits. + if len(epochs_to_reject) > 0 and reject_known: + self.rejected_epochs = {'residual/along_scan_error': list(epochs_to_reject), + 'orbit/scan_angle/time': list(epochs_to_reject)} return header, raw_data # setting self.rejected_epochs also rejects the epochs (see the @setter) @@ -429,8 +444,6 @@ def find_epochs_to_reject_java(data: DataParser, n_additional_reject): cos_scan = np.cos(data.scan_angle.values) dt = data.epoch - 1991.25 resid_reject_idx = [len(data) - 1 - i for i in range(int(n_additional_reject))] # always reject the repeated observations. - orbit_reject_idx = [] # index of the orbit/scan_angle/time set to throw out. - # need to iterate over popping orbit combinations # then after popping, set the contributions to 0 of those rows with negative AL errors # then calculate chisquared, saving that chisquared value. @@ -442,7 +455,7 @@ def find_epochs_to_reject_java(data: DataParser, n_additional_reject): # residuals_to_keep = np.ones(len(data), dtype=bool) residuals_to_keep[resid_reject_idx] = False - known_rejected_residuals = (data.residuals.values < 0).astype(bool) + known_rejected_residuals = (data.along_scan_errs.values < 0).astype(bool) # we should be able to do the orbit reject calculation fairly easily in memory. # for 100 choose 3 we have like 250,000 combinations of orbits -- we sghould be able to # do those in 10,000 orbit chunks in memory and gain a factor of 10,000 speed up. @@ -460,21 +473,21 @@ def find_epochs_to_reject_java(data: DataParser, n_additional_reject): residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2)[residuals_to_keep] chi2_vector = (2 * residual_factors * orbit_factors).T # sum the square of the chi2 partials to decide for whether or not it is a stationary point. - sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector * (known_rejected_residuals[residuals_to_keep]).reshape(-1, 1), - axis=0) ** 2)) + mask_rejected_resid = (~known_rejected_residuals[residuals_to_keep]) + sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector[mask_rejected_resid], axis=0) ** 2)) candidate_orbit_rejects.append(orbit_to_reject) candidate_orbit_chisquared_partials.append(sum_chisquared_partials) # this is a good enough stationary point and also matches the f2 value (by construction) # that this combination is probably the right combination. # reset for the next loop: orbits_to_keep[list(orbit_to_reject)] = True - orbit_reject_idx = np.array(candidate_orbit_rejects)[np.argmin(candidate_orbit_chisquared_partials)] - if np.min(candidate_orbit_chisquared_partials) > 5: - warnings.warn("Attempted to fix the write out bug, but this is one of the few sources that " - "htof cannot fix. ", UserWarning) + if np.min(candidate_orbit_chisquared_partials) > 0.5: + warnings.warn("Attempted to fix the write out bug, but the chisquared partials are larger than 0.5. There are " + "likely more additional rejected epochs than htof can handle.", UserWarning) - return {'residual/along_scan_error': list(resid_reject_idx), 'orbit/scan_angle/time': list(orbit_reject_idx)} + return {'residual/along_scan_error': list(resid_reject_idx), + 'orbit/scan_angle/time': list(orbit_reject_idx)} def get_nparam(nparam_header_val): diff --git a/htof/test/data_for_tests/Hip21/IntermediateData/H042975.csv b/htof/test/data_for_tests/Hip21/IntermediateData/H042975.csv new file mode 100644 index 0000000..f875750 --- /dev/null +++ b/htof/test/data_for_tests/Hip21/IntermediateData/H042975.csv @@ -0,0 +1,216 @@ + 42975 -1 201 -1 5 -1 -1 1 + 9.057 2.100 1 5 211 1 +131.37795367 -28.20079206 0.89 -6.57 4.88 + 0.44100001 0.45800000 0.68 0.60 0.56 + + 50 -1.3454 -0.6571 -0.9470 -0.3211 7.25 5.44 + 50 -1.3454 -0.6574 -0.9470 -0.3211 2.63 6.17 + 50 -1.3454 -0.6589 -0.9478 -0.3189 2.31 5.25 + 50 -1.3454 -0.6591 -0.9480 -0.3184 2.34 5.52 + 50 -1.3454 -0.6607 -0.9486 -0.3166 -5.64 5.23 + 126 -1.2529 0.4530 -0.4084 -0.9128 10.73 7.97 + 127 -1.2518 0.4523 -0.4149 -0.9099 2.43 9.26 + 127 -1.2518 0.4491 -0.4188 -0.9081 0.54 6.36 + 127 -1.2518 0.4483 -0.4201 -0.9075 6.54 6.49 + 127 -1.2518 0.4438 -0.4249 -0.9052 -1.81 6.96 + 127 -1.2518 0.4440 -0.4256 -0.9049 5.49 7.19 + 127 -1.2518 0.4350 -0.4361 -0.8999 -10.31 7.90 + 161 -1.2105 -0.2505 -0.9994 0.0340 -0.83 9.23 + 161 -1.2105 -0.2505 -0.9994 0.0333 3.22 6.46 + 161 -1.2105 -0.2551 -0.9992 0.0402 -2.81 9.25 + 161 -1.2105 -0.2561 -0.9992 0.0412 7.61 7.48 + 161 -1.2105 -0.2610 -0.9989 0.0478 3.29 7.47 + 161 -1.2105 -0.2601 -0.9989 0.0467 2.08 7.03 + 161 -1.2105 -0.2654 -0.9985 0.0544 0.07 6.51 + 162 -1.2092 -0.2667 -0.9978 0.0658 -0.64 7.73 + 162 -1.2092 -0.2672 -0.9978 0.0665 6.88 8.37 + 162 -1.2092 -0.2695 -0.9973 0.0728 5.91 7.01 + 162 -1.2092 -0.2714 -0.9974 0.0725 6.35 4.86 + 284 -1.0609 0.2389 -0.7856 0.6187 -4.10 6.53 + 284 -1.0609 0.2375 -0.7844 0.6203 -5.19 5.38 + 284 -1.0609 0.2339 -0.7806 0.6251 -4.43 7.44 + 284 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0.3778 -0.2636 0.9646 -2.72 1.85 +1973 0.9914 0.3767 -0.2625 0.9649 1.01 2.02 +2013 1.0400 -0.6143 0.8133 0.5819 1.16 2.17 +2013 1.0400 -0.6141 0.8133 0.5819 -5.10 3.80 +2014 1.0412 -0.6199 0.8170 0.5767 3.23 4.74 +2014 1.0412 -0.6202 0.8170 0.5766 -4.13 4.76 +2079 1.1201 0.6583 -0.4111 0.9116 3.38 3.19 +2079 1.1201 0.6586 -0.4115 0.9114 3.29 4.74 +2079 1.1201 0.6592 -0.4122 0.9111 -4.07 4.76 +2079 1.1201 0.6590 -0.4120 0.9112 3.44 3.19 diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index e866e80..ff8b0d4 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -137,27 +137,39 @@ def test_outlier_reject_nowriteoutbug(self): # outliers are marked with negative AL errors. Assert outliers are gone. assert np.all(data.along_scan_errs > 0) - @pytest.mark.parametrize("hip_id,nobs,rej_obs", [('39', 114, {'orbit/scan_angle/time': [72], - 'residual/along_scan_error': [113]}), - ('651', 114, {'orbit/scan_angle/time': [72], - 'residual/along_scan_error': [113]}), - ('94046', 114, {'orbit/scan_angle/time': [2], - 'residual/along_scan_error': [2]}), - ('27321', 111, {}), - ('072477', 64, {})]) - def test_reject_obs(self, hip_id, nobs, rej_obs): + @pytest.mark.filterwarnings("ignore:attempt_adhoc_rejection") + @pytest.mark.parametrize("hip_id,rej_obs", [('39', {'orbit/scan_angle/time': [75], + 'residual/along_scan_error': [113]}), + ('651', {'orbit/scan_angle/time': [112], + 'residual/along_scan_error': [164]}), + ('94046', {'orbit/scan_angle/time': [63, 65], + 'residual/along_scan_error': [77, 76]}), + ('44050', {'orbit/scan_angle/time': [9, 10, 44], + 'residual/along_scan_error': [73, 72, 71]}), + ('27321', {}), + ('072477', {})]) + def test_reject_obs(self, hip_id, rej_obs): # hip 651 is a great test source because it has 3 rejected observations (negative AL errors) # and it has an uncatalogued rejection that we need to fix. test_data_directory = os.path.join(os.getcwd(), 'htof/test/data_for_tests/Hip21') data = HipparcosRereductionJavaTool() - + # get info on the IAD without doing any rejection: + data.parse(star_id=hip_id, intermediate_data_directory=test_data_directory, + attempt_adhoc_rejection=False, reject_known=False) + nobs_initial = len(data) + num_known_rejects = np.count_nonzero(data.along_scan_errs.values < 0) + # now run the rejection routine and see how it compares to what we expect: data.parse(star_id=hip_id, intermediate_data_directory=test_data_directory) - assert len(data) == nobs - len(rej_obs.get('orbit/scan_angle/time', [])) - # Note that for hip39, any of the orbits within 1426 are ok to reject. I.e. 70 through 75. + nobs_after_rejection = len(data) + num_rejects_writeout_bug = len(rej_obs.get('orbit/scan_angle/time', [])) + assert nobs_after_rejection == nobs_initial - num_rejects_writeout_bug - num_known_rejects + # Note that for hip39, any of the orbits within 1426 are ok to reject. I.e. 70, 71, 72, 73, 74, 75. + sum_chi2_partials = calculate_chisq_partials(data) + print(sum_chi2_partials) + assert sum_chi2_partials < 0.1 # assert that the IAD reflect a solution that is a stationary point if len(rej_obs) > 0: - assert np.isclose(data.rejected_epochs['orbit/scan_angle/time'], rej_obs['orbit/scan_angle/time']) - assert np.isclose(data.rejected_epochs['orbit/scan_angle/time'], rej_obs['orbit/scan_angle/time']) - + assert np.allclose(data.additional_rejected_epochs['orbit/scan_angle/time'], rej_obs['orbit/scan_angle/time']) + assert np.allclose(data.additional_rejected_epochs['residual/along_scan_error'], rej_obs['residual/along_scan_error']) class TestDataParser: @@ -416,3 +428,17 @@ def test_get_nparam(): assert 5 == get_nparam('23115') assert 5 == get_nparam('95') assert 7 == get_nparam('97') + + +def calculate_chisq_partials(data: DataParser): + sin_scan = np.sin(data.scan_angle.values) + cos_scan = np.cos(data.scan_angle.values) + dt = data.epoch - 1991.25 + orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]) + # this simultaneously deletes one of the residuals, assigns the remaining residuals to the + # shifted orbits, and calculates the chi2 partials vector per orbit: + residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2) + chi2_vector = (2 * residual_factors * orbit_factors).T + # sum the square of the chi2 partials to decide for whether or not it is a stationary point. + sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector,axis=0) ** 2)) + return sum_chisquared_partials From 3277ffe1a3654237fded2e46de03a1b99f2e5b83 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Fri, 7 May 2021 11:33:49 -0700 Subject: [PATCH 11/57] disabled epoch rejection for sources with more than 3 --- htof/parse.py | 63 ++++++++++++++++++++++++++++++++++++++++++++++++++- 1 file changed, 62 insertions(+), 1 deletion(-) diff --git a/htof/parse.py b/htof/parse.py index 8b97de9..8640143 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -386,8 +386,11 @@ def parse(self, star_id, intermediate_data_directory, attempt_adhoc_rejection=Tr n_transits, n_expected_transits = header.iloc[1][4], header.iloc[0][2] n_additional_reject = n_transits - n_expected_transits print(n_additional_reject) - if attempt_adhoc_rejection and n_additional_reject > 0: + if attempt_adhoc_rejection and 3>= n_additional_reject > 0: self.additional_rejected_epochs = find_epochs_to_reject_java(self, n_additional_reject) + if attempt_adhoc_rejection and n_additional_reject > 3: + None + #self.additional_rejected_epochs = find_epochs_to_reject_java_probabilistic(self, n_additional_reject) if not attempt_adhoc_rejection and n_additional_reject > 0: warnings.warn("attempt_adhoc_rejection = False and this is a bugged source. " "You are foregoing the write out bug " @@ -490,6 +493,64 @@ def find_epochs_to_reject_java(data: DataParser, n_additional_reject): 'orbit/scan_angle/time': list(orbit_reject_idx)} +def find_epochs_to_reject_java_probabilistic(data: DataParser, n_additional_reject): + """ + clever version of find_epochs_to_reject_java that assumes that the contribution from each orbit to + the chisquared partials is going to be small, and so we can build up the correct IAD iteratively. + This function is only for the ~100 or so sources that have more than 3 bugged epochs. + """ + possible_rejects = np.arange(len(data)) + # calculate the chisquared partials + sin_scan = np.sin(data.scan_angle.values) + cos_scan = np.cos(data.scan_angle.values) + dt = data.epoch - 1991.25 + resid_reject_idx = [len(data) - 1 - i for i in range(int(n_additional_reject))] # always reject the repeated observations. + # need to iterate over popping orbit combinations + # then after popping, set the contributions to 0 of those rows with negative AL errors + # then calculate chisquared, saving that chisquared value. + # take the best chisquared value + # change rejected epochs to additionl rejected epochs + # in the @setter for rejected epochs, delete the ones with negative AL errors. or something. + orbits_to_keep = np.ones(len(data), dtype=bool) + orbit_combinations = list(set(itertools.combinations(possible_rejects, int(n_additional_reject)))) + # + residuals_to_keep = np.ones(len(data), dtype=bool) + residuals_to_keep[resid_reject_idx] = False + known_rejected_residuals = (data.along_scan_errs.values < 0).astype(bool) + # we should be able to do the orbit reject calculation fairly easily in memory. + # for 100 choose 3 we have like 250,000 combinations of orbits -- we sghould be able to + # do those in 10,000 orbit chunks in memory and gain a factor of 10,000 speed up. + candidate_orbit_rejects = [] + candidate_orbit_chisquared_partials = [] + for orbit_to_reject in orbit_combinations: + orbits_to_keep[list(orbit_to_reject)] = False + # now we want to try a variety of deleting orbits and sliding the other orbits + # upward to fill the vacancy. + + # this pops the orbits out and shifts all the orbits after upwards: + orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T[orbits_to_keep].T + # this simultaneously deletes one of the residuals, assigns the remaining residuals to the + # shifted orbits, and calculates the chi2 partials vector per orbit: + residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2)[residuals_to_keep] + chi2_vector = (2 * residual_factors * orbit_factors).T + # sum the square of the chi2 partials to decide for whether or not it is a stationary point. + mask_rejected_resid = (~known_rejected_residuals[residuals_to_keep]) + sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector[mask_rejected_resid], axis=0) ** 2)) + candidate_orbit_rejects.append(orbit_to_reject) + candidate_orbit_chisquared_partials.append(sum_chisquared_partials) + # this is a good enough stationary point and also matches the f2 value (by construction) + # that this combination is probably the right combination. + # reset for the next loop: + orbits_to_keep[list(orbit_to_reject)] = True + orbit_reject_idx = np.array(candidate_orbit_rejects)[np.argmin(candidate_orbit_chisquared_partials)] + if np.min(candidate_orbit_chisquared_partials) > 0.5: + warnings.warn("Attempted to fix the write out bug, but the chisquared partials are larger than 0.5. There are " + "likely more additional rejected epochs than htof can handle.", UserWarning) + + return {'residual/along_scan_error': list(resid_reject_idx), + 'orbit/scan_angle/time': list(orbit_reject_idx)} + + def get_nparam(nparam_header_val): # strip the solution type (5, 7, or 9) from the solution type, which is a number 10xd+s consisting of # two parts: d and s. see Note 1 on Vizier for the Hipparcos re-reduction. 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+117787 +117800 +117861 +117864 +117892 +117937 +117954 +117988 +117990 +117994 +118004 +118058 +118075 +118083 +118084 +118085 +118095 +118099 +118137 +118138 +118142 +118146 +118160 +118174 +118188 +118189 +118193 +118221 +118227 +118249 +118260 +118274 +118297 +118305 +118311 +120121 +120148 +120276 diff --git a/htof/parse.py b/htof/parse.py index 8640143..7bcdbd5 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -385,7 +385,6 @@ def parse(self, star_id, intermediate_data_directory, attempt_adhoc_rejection=Tr attempt_adhoc_rejection=False) n_transits, n_expected_transits = header.iloc[1][4], header.iloc[0][2] n_additional_reject = n_transits - n_expected_transits - print(n_additional_reject) if attempt_adhoc_rejection and 3>= n_additional_reject > 0: self.additional_rejected_epochs = find_epochs_to_reject_java(self, n_additional_reject) if attempt_adhoc_rejection and n_additional_reject > 3: diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index ff8b0d4..6233a67 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -165,7 +165,6 @@ def test_reject_obs(self, hip_id, rej_obs): assert nobs_after_rejection == nobs_initial - num_rejects_writeout_bug - num_known_rejects # Note that for hip39, any of the orbits within 1426 are ok to reject. I.e. 70, 71, 72, 73, 74, 75. sum_chi2_partials = calculate_chisq_partials(data) - print(sum_chi2_partials) assert sum_chi2_partials < 0.1 # assert that the IAD reflect a solution that is a stationary point if len(rej_obs) > 0: assert np.allclose(data.additional_rejected_epochs['orbit/scan_angle/time'], rej_obs['orbit/scan_angle/time']) diff --git a/htof/validation/utils.py b/htof/validation/utils.py index d57afa8..d06030a 100755 --- a/htof/validation/utils.py +++ b/htof/validation/utils.py @@ -110,7 +110,7 @@ def refit_hip2_object(iad_dir, hip_id, catalog: Table, seven_p_annex: Table = No def refit_hip21_object(iad_dir, hip_id, use_parallax=False): data = HipparcosRereductionJavaTool() data.parse(star_id=hip_id, intermediate_data_directory=iad_dir) - fname = glob(os.path.join(iad_dir, '**/', "H" + hip_id.zfill(6) + ".csv"))[0] + fname = glob(os.path.join(iad_dir, '**/', "H" + str(hip_id).zfill(6) + ".csv"))[0] plx, cntr_RA, cntr_Dec, pmRA, pmDec, soltype = get_cat_values_hip21(fname) soltype = soltype.strip() From 03108de343c6929985888126eed97b0820991d32 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Fri, 7 May 2021 13:53:43 -0700 Subject: [PATCH 13/57] unworking method for sources with many rejections --- htof/parse.py | 111 +++++---- .../Hip21/IntermediateData/H037515.csv | 221 ++++++++++++++++++ .../Hip21/IntermediateData/H042975.csv | 216 ----------------- htof/test/test_parse.py | 2 + 4 files changed, 276 insertions(+), 274 deletions(-) create mode 100644 htof/test/data_for_tests/Hip21/IntermediateData/H037515.csv delete mode 100644 htof/test/data_for_tests/Hip21/IntermediateData/H042975.csv diff --git a/htof/parse.py b/htof/parse.py index 7bcdbd5..7b2513c 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -385,11 +385,10 @@ def parse(self, star_id, intermediate_data_directory, attempt_adhoc_rejection=Tr attempt_adhoc_rejection=False) n_transits, n_expected_transits = header.iloc[1][4], header.iloc[0][2] n_additional_reject = n_transits - n_expected_transits - if attempt_adhoc_rejection and 3>= n_additional_reject > 0: + if attempt_adhoc_rejection and 3 >= n_additional_reject > 0: self.additional_rejected_epochs = find_epochs_to_reject_java(self, n_additional_reject) if attempt_adhoc_rejection and n_additional_reject > 3: - None - #self.additional_rejected_epochs = find_epochs_to_reject_java_probabilistic(self, n_additional_reject) + self.additional_rejected_epochs = find_epochs_to_reject_java_probabilistic(self, n_additional_reject) if not attempt_adhoc_rejection and n_additional_reject > 0: warnings.warn("attempt_adhoc_rejection = False and this is a bugged source. " "You are foregoing the write out bug " @@ -447,17 +446,15 @@ def find_epochs_to_reject_java(data: DataParser, n_additional_reject): dt = data.epoch - 1991.25 resid_reject_idx = [len(data) - 1 - i for i in range(int(n_additional_reject))] # always reject the repeated observations. # need to iterate over popping orbit combinations - # then after popping, set the contributions to 0 of those rows with negative AL errors - # then calculate chisquared, saving that chisquared value. - # take the best chisquared value - # change rejected epochs to additionl rejected epochs - # in the @setter for rejected epochs, delete the ones with negative AL errors. or something. orbits_to_keep = np.ones(len(data), dtype=bool) orbit_combinations = list(set(itertools.combinations(possible_rejects, int(n_additional_reject)))) # residuals_to_keep = np.ones(len(data), dtype=bool) residuals_to_keep[resid_reject_idx] = False - known_rejected_residuals = (data.along_scan_errs.values < 0).astype(bool) + + residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2)[residuals_to_keep] + mask_rejected_resid = (data.along_scan_errs.values > 0).astype(bool)[residuals_to_keep] + _orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T # we should be able to do the orbit reject calculation fairly easily in memory. # for 100 choose 3 we have like 250,000 combinations of orbits -- we sghould be able to # do those in 10,000 orbit chunks in memory and gain a factor of 10,000 speed up. @@ -467,20 +464,15 @@ def find_epochs_to_reject_java(data: DataParser, n_additional_reject): orbits_to_keep[list(orbit_to_reject)] = False # now we want to try a variety of deleting orbits and sliding the other orbits # upward to fill the vacancy. - - # this pops the orbits out and shifts all the orbits after upwards: - orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T[orbits_to_keep].T + # this pops the orbits out and shifts all the orbits after: + orbit_factors = _orbit_factors[orbits_to_keep].T # this simultaneously deletes one of the residuals, assigns the remaining residuals to the # shifted orbits, and calculates the chi2 partials vector per orbit: - residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2)[residuals_to_keep] chi2_vector = (2 * residual_factors * orbit_factors).T # sum the square of the chi2 partials to decide for whether or not it is a stationary point. - mask_rejected_resid = (~known_rejected_residuals[residuals_to_keep]) sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector[mask_rejected_resid], axis=0) ** 2)) candidate_orbit_rejects.append(orbit_to_reject) candidate_orbit_chisquared_partials.append(sum_chisquared_partials) - # this is a good enough stationary point and also matches the f2 value (by construction) - # that this combination is probably the right combination. # reset for the next loop: orbits_to_keep[list(orbit_to_reject)] = True orbit_reject_idx = np.array(candidate_orbit_rejects)[np.argmin(candidate_orbit_chisquared_partials)] @@ -498,54 +490,57 @@ def find_epochs_to_reject_java_probabilistic(data: DataParser, n_additional_reje the chisquared partials is going to be small, and so we can build up the correct IAD iteratively. This function is only for the ~100 or so sources that have more than 3 bugged epochs. """ - possible_rejects = np.arange(len(data)) - # calculate the chisquared partials + chisq_thresh = 2 + unsuccessful_result = {'residual/along_scan_error': [], 'orbit/scan_angle/time': []} + known_rejected_residuals = (data.along_scan_errs.values < 0).astype(bool) + if np.count_nonzero(known_rejected_residuals) > 0: + # this method won't work if there are any known rejected residuals. + return unsuccessful_result sin_scan = np.sin(data.scan_angle.values) cos_scan = np.cos(data.scan_angle.values) dt = data.epoch - 1991.25 resid_reject_idx = [len(data) - 1 - i for i in range(int(n_additional_reject))] # always reject the repeated observations. - # need to iterate over popping orbit combinations - # then after popping, set the contributions to 0 of those rows with negative AL errors - # then calculate chisquared, saving that chisquared value. - # take the best chisquared value - # change rejected epochs to additionl rejected epochs - # in the @setter for rejected epochs, delete the ones with negative AL errors. or something. - orbits_to_keep = np.ones(len(data), dtype=bool) - orbit_combinations = list(set(itertools.combinations(possible_rejects, int(n_additional_reject)))) - # residuals_to_keep = np.ones(len(data), dtype=bool) residuals_to_keep[resid_reject_idx] = False - known_rejected_residuals = (data.along_scan_errs.values < 0).astype(bool) - # we should be able to do the orbit reject calculation fairly easily in memory. - # for 100 choose 3 we have like 250,000 combinations of orbits -- we sghould be able to - # do those in 10,000 orbit chunks in memory and gain a factor of 10,000 speed up. - candidate_orbit_rejects = [] - candidate_orbit_chisquared_partials = [] - for orbit_to_reject in orbit_combinations: - orbits_to_keep[list(orbit_to_reject)] = False - # now we want to try a variety of deleting orbits and sliding the other orbits - # upward to fill the vacancy. - - # this pops the orbits out and shifts all the orbits after upwards: - orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T[orbits_to_keep].T - # this simultaneously deletes one of the residuals, assigns the remaining residuals to the - # shifted orbits, and calculates the chi2 partials vector per orbit: - residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2)[residuals_to_keep] - chi2_vector = (2 * residual_factors * orbit_factors).T - # sum the square of the chi2 partials to decide for whether or not it is a stationary point. - mask_rejected_resid = (~known_rejected_residuals[residuals_to_keep]) - sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector[mask_rejected_resid], axis=0) ** 2)) - candidate_orbit_rejects.append(orbit_to_reject) - candidate_orbit_chisquared_partials.append(sum_chisquared_partials) - # this is a good enough stationary point and also matches the f2 value (by construction) - # that this combination is probably the right combination. - # reset for the next loop: - orbits_to_keep[list(orbit_to_reject)] = True - orbit_reject_idx = np.array(candidate_orbit_rejects)[np.argmin(candidate_orbit_chisquared_partials)] - if np.min(candidate_orbit_chisquared_partials) > 0.5: - warnings.warn("Attempted to fix the write out bug, but the chisquared partials are larger than 0.5. There are " - "likely more additional rejected epochs than htof can handle.", UserWarning) - + orbits_to_keep = np.zeros(len(data), dtype=bool) + _orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T + _residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2)[residuals_to_keep] + trials = 1000 + trial = 0 + searching = True + while trial < trials and searching: + trial += 1 + orbits_to_keep = np.zeros(len(data), dtype=bool) + i = 0 + n_reject = 0 + hit_max_rejects = False + while i < len(data) and not hit_max_rejects: + orbits_to_keep[i] = True # try keeping this orbit. + orbit_factors = _orbit_factors[orbits_to_keep].T + # this simultaneously deletes one of the residuals, assigns the remaining residuals to the + # shifted orbits, and calculates the chi2 partials vector per orbit: + #import pdb; pdb.set_trace() + residual_factors = _residual_factors[:np.count_nonzero(orbits_to_keep)] + chi2_vector = (2 * residual_factors * orbit_factors).T + # sum the square of the chi2 partials to decide for whether or not it is a stationary point. + sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector, axis=0) ** 2)) + # could do this in an MCMC fashion where we have a chance to accept the step even if it is bad, + # and we run e.g. 10,000 trials until we get both a run with a stationary point AND n_reject = n_additional_rejects + if sum_chisquared_partials > chisq_thresh: + orbits_to_keep[i] = False + n_reject += 1 + if n_reject == n_additional_reject: + hit_max_rejects = True + orbits_to_keep[i+1:] = True + i += 1 + ### delete this abort clause when we actually do the mcmc thing + if n_reject != n_additional_reject: + searching = False + #### + if n_reject == n_additional_reject and sum_chisquared_partials < chisq_thresh: + # if we rejected the exact number we expect and are a stationary point, stop the search. + searching = False + orbit_reject_idx = np.where(orbits_to_keep == False)[0] return {'residual/along_scan_error': list(resid_reject_idx), 'orbit/scan_angle/time': list(orbit_reject_idx)} diff --git a/htof/test/data_for_tests/Hip21/IntermediateData/H037515.csv b/htof/test/data_for_tests/Hip21/IntermediateData/H037515.csv new file mode 100644 index 0000000..456323f --- /dev/null +++ b/htof/test/data_for_tests/Hip21/IntermediateData/H037515.csv @@ -0,0 +1,221 @@ + 37515 -1 210 -1 5 -1 -1 0 + 9.163 0.924 1 5 216 0 +115.49585553 -25.87618669 0.36 -2.43 2.89 + 0.52700001 0.68000001 0.97 0.58 0.97 + + 146 -1.2287 0.1724 -0.9381 -0.3465 -12.16 8.19 + 146 -1.2287 0.1657 -0.9401 -0.3410 -1.81 4.70 + 147 -1.2275 0.1629 -0.9450 -0.3271 6.51 6.55 + 147 -1.2275 0.1596 -0.9462 -0.3237 -8.72 6.56 + 147 -1.2275 0.1582 -0.9471 -0.3211 1.05 7.05 + 147 -1.2275 0.1536 -0.9487 -0.3161 5.02 6.42 + 147 -1.2275 0.1524 -0.9494 -0.3140 2.61 6.75 + 148 -1.2260 0.1354 -0.9600 -0.2799 -6.94 4.79 + 148 -1.2260 0.1357 -0.9600 -0.2799 -1.02 5.78 + 149 -1.2250 0.1258 -0.9657 -0.2597 -1.89 6.18 + 149 -1.2250 0.1250 -0.9662 -0.2579 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a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -144,6 +144,8 @@ def test_outlier_reject_nowriteoutbug(self): 'residual/along_scan_error': [164]}), ('94046', {'orbit/scan_angle/time': [63, 65], 'residual/along_scan_error': [77, 76]}), + ('37515', {'orbit/scan_angle/time': [6]*6, + 'residual/along_scan_error': [6]*6}), ('44050', {'orbit/scan_angle/time': [9, 10, 44], 'residual/along_scan_error': [73, 72, 71]}), ('27321', {}), From 43dbfc68c080a8d9fbaaf60b73ede91517fc5873 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Fri, 7 May 2021 14:40:04 -0700 Subject: [PATCH 14/57] readded back in ad hoc epoch rejection (but no bugged source fixing) for hip2 dvd --- htof/parse.py | 143 +++++++++++++++++++--------------------- htof/test/test_parse.py | 2 - 2 files changed, 68 insertions(+), 77 deletions(-) diff --git a/htof/parse.py b/htof/parse.py index 7b2513c..c0f5e31 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -280,7 +280,8 @@ def __init__(self, scan_angle=None, epoch=None, residuals=None, inverse_covarian self._rejected_epochs = {} # epochs that are known rejects, e.g., # those that have negative AL errors in the java tool - def parse(self, star_id, intermediate_data_directory, error_inflate=True, header_rows=1, **kwargs): + def parse(self, star_id, intermediate_data_directory, error_inflate=True, header_rows=1, + attempt_adhoc_rejection=True, **kwargs): """ :param: star_id: :param: intermediate_data_directory: @@ -308,18 +309,11 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, header self.residuals = data[5] # unit milli-arcseconds (mas) self.along_scan_errs = data[6] # unit milli-arcseconds (mas) n_transits, nparam, catalog_f2, percent_rejected = header.iloc[0][2], get_nparam(header.iloc[0][4]), header.iloc[0][6], header.iloc[0][7] - if percent_rejected > 0 and type(self) is HipparcosRereductionDVDBook: - # TODO there are 10,000 sources with more than one rejected epoch, and only 700 of them have - # this write out bug. We could try and reverse engineer the rejected epochs (like we did before) - # for any sources that do not have the write out bug. - # we should probably do this, since I imagnie we will have ~15000 or so sources that we cannot refit - # from the DVD if we do not do anything. - warnings.warn(f"You are parsing a DVD source that has {percent_rejected} percent " - f"rejected observations. Note that the write out bug, plus the issue that " - f"rejected observations are not indicated, makes it difficult to algorithmically reject " - f"the correct epochs and assign residuals correctly. The IAD for this source will " - f"not reflect the best-fit solution. Please use the java tool data instead, or correct " - f"the data file yourself.", UserWarning) + if type(self) is HipparcosRereductionDVDBook and attempt_adhoc_rejection: + warnings.warn(f"Print htof is attempting to find the epochs for this DVD IAD that need to be rejected." + f" However if this is a source with the write out bug, then this will fail. Preferably" + f" switch to using the Java Tool data.", UserWarning) + self.rejected_epochs = find_epochs_to_reject_DVD(self, n_transits, percent_rejected, nparam, catalog_f2) if error_inflate: # adjust the along scan errors so that the errors on the best fit parameters match the catalog. self.along_scan_errs *= self.error_inflation_factor(n_transits, nparam, catalog_f2) @@ -388,7 +382,7 @@ def parse(self, star_id, intermediate_data_directory, attempt_adhoc_rejection=Tr if attempt_adhoc_rejection and 3 >= n_additional_reject > 0: self.additional_rejected_epochs = find_epochs_to_reject_java(self, n_additional_reject) if attempt_adhoc_rejection and n_additional_reject > 3: - self.additional_rejected_epochs = find_epochs_to_reject_java_probabilistic(self, n_additional_reject) + warnings.warn("more than 3 bugged epochs, cannot automatically fix this source. ", UserWarning) if not attempt_adhoc_rejection and n_additional_reject > 0: warnings.warn("attempt_adhoc_rejection = False and this is a bugged source. " "You are foregoing the write out bug " @@ -435,6 +429,66 @@ def match_filename(paths, star_id): return [f for f in paths if digits_only(os.path.basename(f).split('.')[0]).zfill(6) == star_id.zfill(6)] +def find_epochs_to_reject_DVD(data: DataParser, n_transits, percent_rejected, nparam, catalog_f2): + # just looks for combinations of orbits within the dvd IAD that yield a stationary point of chisquared. + # Note that this does not work for sources with the write out bug. + chi2_thresh = 1 + possible_rejects = np.arange(len(data)) + min_n_reject = max(floor((percent_rejected - 1) / 100 * n_transits), 0) + max_n_reject = max(ceil((percent_rejected + 1) / 100 * n_transits), 1) + max_n_reject = min(max_n_reject, 3) # limit to three rejected sources so that combinatorics dont blow up. + # calculate the chisquared partials + sin_scan = np.sin(data.scan_angle.values) + cos_scan = np.cos(data.scan_angle.values) + dt = data.epoch - 1991.25 + rows_to_keep = np.ones(len(data), dtype=bool) + orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]) + residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2) + chi2_vector = (2 * residual_factors * orbit_factors).T + sum_chisquared_partials_norejects = np.sqrt(np.sum(np.sum(chi2_vector, axis=0) ** 2)) + # we should be able to do the orbit reject calculation fairly easily in memory. + # for 100 choose 3 we have like 250,000 combinations of orbits -- we should be able to + # do those in 10,000 orbit chunks in memory and gain a factor of 10,000 speed up. + candidate_row_rejects_pern = [[]] + candidate_row_chisquared_partials_pern = [sum_chisquared_partials_norejects] + n_reject = max(min_n_reject, 1) + while n_reject < max_n_reject: + candidate_row_rejects = [] + candidate_row_chisquared_partials = [] + combinations = list(set(itertools.combinations(possible_rejects, int(n_reject)))) + for rows_to_reject in combinations: + rows_to_keep[list(rows_to_reject)] = False + # sum the square of the chi2 partials to decide for whether or not it is a stationary point. + sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector[rows_to_keep], axis=0) ** 2)) + candidate_row_rejects.append(rows_to_reject) + candidate_row_chisquared_partials.append(sum_chisquared_partials) + # reset for the next loop: + rows_to_keep[list(rows_to_reject)] = True + n_reject += 1 + candidate_row_rejects_pern.append(np.array(candidate_row_rejects)[np.argmin(candidate_row_chisquared_partials)]) + candidate_row_chisquared_partials_pern.append(np.min(candidate_row_chisquared_partials)) + # see if any of the rejections are viable (i.e., check if this IAD is messed up in an unrepairable way) + if np.min(candidate_row_chisquared_partials_pern) > chi2_thresh: + warnings.warn("Attempted to find which rows to reject, but the chisquared partials are larger than 0.5. " + "This is likely a bugged source. Aborting rejection routine. ", UserWarning) + return {'residual/along_scan_error': [], 'orbit/scan_angle/time': []} + # exclude any rejections that do not yield stationary points. + viable_rejections = np.where(np.array(candidate_row_chisquared_partials_pern) < chi2_thresh)[0] + candidate_row_rejects_pern = [candidate_row_rejects_pern[v] for v in viable_rejections] + candidate_row_chisquared_partials_pern = [candidate_row_chisquared_partials_pern[v] for v in viable_rejections] + # calculate f2 values for all the viable rejections + candidate_row_f2_vals_pern = [] + data_minus_model_squared = ((data.residuals.values / data.along_scan_errs.values) ** 2) + for r in candidate_row_rejects_pern: + rows_to_keep[list(r)] = False + chisquared = np.sum(data_minus_model_squared[rows_to_keep]) + candidate_row_f2_vals_pern.append(compute_f2(n_transits - nparam, chisquared)) + rows_to_keep[list(r)] = True + # restrict viable choices to the one that best matches f2 + reject_idx = candidate_row_rejects_pern[np.argmin(np.abs(np.array(candidate_row_f2_vals_pern) - catalog_f2))] + return {'residual/along_scan_error': list(reject_idx), 'orbit/scan_angle/time': list(reject_idx)} + + def find_epochs_to_reject_java(data: DataParser, n_additional_reject): # Note there are degeneracies in the best epochs to reject. E.g. for hip 39, as long as the last # residual is rejected, basically any of the 1426 orbits (Because they are all similar) @@ -484,67 +538,6 @@ def find_epochs_to_reject_java(data: DataParser, n_additional_reject): 'orbit/scan_angle/time': list(orbit_reject_idx)} -def find_epochs_to_reject_java_probabilistic(data: DataParser, n_additional_reject): - """ - clever version of find_epochs_to_reject_java that assumes that the contribution from each orbit to - the chisquared partials is going to be small, and so we can build up the correct IAD iteratively. - This function is only for the ~100 or so sources that have more than 3 bugged epochs. - """ - chisq_thresh = 2 - unsuccessful_result = {'residual/along_scan_error': [], 'orbit/scan_angle/time': []} - known_rejected_residuals = (data.along_scan_errs.values < 0).astype(bool) - if np.count_nonzero(known_rejected_residuals) > 0: - # this method won't work if there are any known rejected residuals. - return unsuccessful_result - sin_scan = np.sin(data.scan_angle.values) - cos_scan = np.cos(data.scan_angle.values) - dt = data.epoch - 1991.25 - resid_reject_idx = [len(data) - 1 - i for i in range(int(n_additional_reject))] # always reject the repeated observations. - residuals_to_keep = np.ones(len(data), dtype=bool) - residuals_to_keep[resid_reject_idx] = False - orbits_to_keep = np.zeros(len(data), dtype=bool) - _orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T - _residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2)[residuals_to_keep] - trials = 1000 - trial = 0 - searching = True - while trial < trials and searching: - trial += 1 - orbits_to_keep = np.zeros(len(data), dtype=bool) - i = 0 - n_reject = 0 - hit_max_rejects = False - while i < len(data) and not hit_max_rejects: - orbits_to_keep[i] = True # try keeping this orbit. - orbit_factors = _orbit_factors[orbits_to_keep].T - # this simultaneously deletes one of the residuals, assigns the remaining residuals to the - # shifted orbits, and calculates the chi2 partials vector per orbit: - #import pdb; pdb.set_trace() - residual_factors = _residual_factors[:np.count_nonzero(orbits_to_keep)] - chi2_vector = (2 * residual_factors * orbit_factors).T - # sum the square of the chi2 partials to decide for whether or not it is a stationary point. - sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector, axis=0) ** 2)) - # could do this in an MCMC fashion where we have a chance to accept the step even if it is bad, - # and we run e.g. 10,000 trials until we get both a run with a stationary point AND n_reject = n_additional_rejects - if sum_chisquared_partials > chisq_thresh: - orbits_to_keep[i] = False - n_reject += 1 - if n_reject == n_additional_reject: - hit_max_rejects = True - orbits_to_keep[i+1:] = True - i += 1 - ### delete this abort clause when we actually do the mcmc thing - if n_reject != n_additional_reject: - searching = False - #### - if n_reject == n_additional_reject and sum_chisquared_partials < chisq_thresh: - # if we rejected the exact number we expect and are a stationary point, stop the search. - searching = False - orbit_reject_idx = np.where(orbits_to_keep == False)[0] - return {'residual/along_scan_error': list(resid_reject_idx), - 'orbit/scan_angle/time': list(orbit_reject_idx)} - - def get_nparam(nparam_header_val): # strip the solution type (5, 7, or 9) from the solution type, which is a number 10xd+s consisting of # two parts: d and s. see Note 1 on Vizier for the Hipparcos re-reduction. diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index 0c67987..6233a67 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -144,8 +144,6 @@ def test_outlier_reject_nowriteoutbug(self): 'residual/along_scan_error': [164]}), ('94046', {'orbit/scan_angle/time': [63, 65], 'residual/along_scan_error': [77, 76]}), - ('37515', {'orbit/scan_angle/time': [6]*6, - 'residual/along_scan_error': [6]*6}), ('44050', {'orbit/scan_angle/time': [9, 10, 44], 'residual/along_scan_error': [73, 72, 71]}), ('27321', {}), From 9ec40ad4dce82ab6a9f8d387d206fde15732d2fd Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Fri, 7 May 2021 14:42:53 -0700 Subject: [PATCH 15/57] updated source list --- htof/data/hip21_bugged_sources.txt | 6617 -- htof/data/hip21_java_nobs_discrepant.txt | 117950 -------------------- htof/data/hip2_Javatool_flagged.txt | 180 + htof/data/hip2_dvd_flagged.txt | 4445 + 4 files changed, 4625 insertions(+), 124567 deletions(-) delete mode 100644 htof/data/hip21_bugged_sources.txt delete mode 100644 htof/data/hip21_java_nobs_discrepant.txt create mode 100644 htof/data/hip2_Javatool_flagged.txt diff --git a/htof/data/hip21_bugged_sources.txt b/htof/data/hip21_bugged_sources.txt deleted file mode 100644 index efad6c5..0000000 --- a/htof/data/hip21_bugged_sources.txt +++ /dev/null @@ -1,6617 +0,0 @@ -6 -18 -30 -35 -39 -46 -47 -74 -87 -91 -103 -111 -123 -124 -129 -137 -146 -150 -154 -191 -197 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+117575 117584 +117586 117591 +117597 117636 +117637 +117639 117647 +117685 117690 117703 117704 117710 +117735 +117752 +117753 +117760 +117762 +117781 +117787 +117800 117864 +117892 +117937 +117988 +117990 +117994 +118004 118058 +118075 118083 +118084 118085 118095 +118099 118101 118122 +118137 118142 +118146 118149 +118160 118174 +118177 +118189 +118193 118221 118227 118243 118249 +118260 118274 118283 118297 118298 +118305 118311 120001 +120121 120148 +120276 From cb148a1b0557f8654eb1122ddfb81fb4ee8582ad Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Fri, 7 May 2021 15:14:56 -0700 Subject: [PATCH 16/57] fixed bug with reading java tool header for HIP 117297 --- htof/parse.py | 2 +- htof/validation/hip_refit_test.py | 1 + 2 files changed, 2 insertions(+), 1 deletion(-) diff --git a/htof/parse.py b/htof/parse.py index c0f5e31..a604dec 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -378,7 +378,7 @@ def parse(self, star_id, intermediate_data_directory, attempt_adhoc_rejection=Tr error_inflate=False, header_rows=5, attempt_adhoc_rejection=False) n_transits, n_expected_transits = header.iloc[1][4], header.iloc[0][2] - n_additional_reject = n_transits - n_expected_transits + n_additional_reject = int(n_transits) - int(n_expected_transits) if attempt_adhoc_rejection and 3 >= n_additional_reject > 0: self.additional_rejected_epochs = find_epochs_to_reject_java(self, n_additional_reject) if attempt_adhoc_rejection and n_additional_reject > 3: diff --git a/htof/validation/hip_refit_test.py b/htof/validation/hip_refit_test.py index 882eaff..6d4b80d 100755 --- a/htof/validation/hip_refit_test.py +++ b/htof/validation/hip_refit_test.py @@ -136,6 +136,7 @@ def convert_fname_to_hip_id(fname): if args.debug: # fit only a small subset of the desired sources if debugging. hip_ids = hip_ids[:100] + #hip_ids = [117297, 8000] print('will fit {0} total hip {1} objects'.format(len(hip_ids), str(args.hip_reduction))) print('will save output table at', output_file) # do the fit. From d1e16795330625550151bf30db46a3d297b64679 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Fri, 7 May 2021 21:59:38 -0700 Subject: [PATCH 17/57] wip for version of orbit rejection for many rejected orbits --- htof/parse.py | 66 +++++++++++++++++++++++++++++++++++++++++++++++++-- 1 file changed, 64 insertions(+), 2 deletions(-) diff --git a/htof/parse.py b/htof/parse.py index a604dec..ed36ec9 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -377,14 +377,16 @@ def parse(self, star_id, intermediate_data_directory, attempt_adhoc_rejection=Tr header, raw_data = super(HipparcosRereductionJavaTool, self).parse(star_id, intermediate_data_directory, error_inflate=False, header_rows=5, attempt_adhoc_rejection=False) + self.orbit_number = raw_data[0] n_transits, n_expected_transits = header.iloc[1][4], header.iloc[0][2] n_additional_reject = int(n_transits) - int(n_expected_transits) if attempt_adhoc_rejection and 3 >= n_additional_reject > 0: self.additional_rejected_epochs = find_epochs_to_reject_java(self, n_additional_reject) if attempt_adhoc_rejection and n_additional_reject > 3: - warnings.warn("more than 3 bugged epochs, cannot automatically fix this source. ", UserWarning) + warnings.warn(f"more than 3 bugged epochs for {star_id}, cannot " + f"automatically fix this source. ", UserWarning) if not attempt_adhoc_rejection and n_additional_reject > 0: - warnings.warn("attempt_adhoc_rejection = False and this is a bugged source. " + warnings.warn(f"attempt_adhoc_rejection = False and {star_id} is a bugged source. " "You are foregoing the write out bug " "correction for this Java tool source. The IAD will not correspond exactly " "to the best fit solution. ", UserWarning) @@ -538,6 +540,66 @@ def find_epochs_to_reject_java(data: DataParser, n_additional_reject): 'orbit/scan_angle/time': list(orbit_reject_idx)} +def find_epochs_to_reject_java_large(data: DataParser, n_additional_reject): + # this is for any java tool object where n_additional_reject is greater than 3. + # we assume the scan angles and times of rows in the same orbit are similar, therefore we only have + # to try all combinations of distributing n_additional_reject rejected epochs among N orbits + # calculate the chisquared partials + orbit_prototypes, orbit_multiplicity = np.unique(data.orbit_number.values) + sin_scan = np.sin(data.scan_angle.values) + cos_scan = np.cos(data.scan_angle.values) + dt = data.epoch - 1991.25 + resid_reject_idx = [len(data) - 1 - i for i in range(int(n_additional_reject))] # always reject the repeated observations. + # need to iterate over popping orbit combinations + orbits_to_keep = np.ones(len(data), dtype=bool) + # + residuals_to_keep = np.ones(len(data), dtype=bool) + residuals_to_keep[resid_reject_idx] = False + + residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2)[residuals_to_keep] + mask_rejected_resid = (data.along_scan_errs.values > 0).astype(bool)[residuals_to_keep] + _orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T + # we should be able to do the orbit reject calculation fairly easily in memory. + # for 100 choose 3 we have like 250,000 combinations of orbits -- we sghould be able to + # do those in 10,000 orbit chunks in memory and gain a factor of 10,000 speed up. + candidate_orbit_rejects = [] + candidate_orbit_chisquared_partials = [] + for orbit_to_reject in orbit_combinations: + orbits_to_keep[list(orbit_to_reject)] = False + # now we want to try a variety of deleting orbits and sliding the other orbits + # upward to fill the vacancy. + # this pops the orbits out and shifts all the orbits after: + orbit_factors = _orbit_factors[orbits_to_keep].T + # this simultaneously deletes one of the residuals, assigns the remaining residuals to the + # shifted orbits, and calculates the chi2 partials vector per orbit: + chi2_vector = (2 * residual_factors * orbit_factors).T + # sum the square of the chi2 partials to decide for whether or not it is a stationary point. + sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector[mask_rejected_resid], axis=0) ** 2)) + candidate_orbit_rejects.append(orbit_to_reject) + candidate_orbit_chisquared_partials.append(sum_chisquared_partials) + # reset for the next loop: + orbits_to_keep[list(orbit_to_reject)] = True + orbit_reject_idx = np.array(candidate_orbit_rejects)[np.argmin(candidate_orbit_chisquared_partials)] + if np.min(candidate_orbit_chisquared_partials) > 0.5: + warnings.warn("Attempted to fix the write out bug, but the chisquared partials are larger than 0.5. There are " + "likely more additional rejected epochs than htof can handle.", UserWarning) + + return {'residual/along_scan_error': list(resid_reject_idx), + 'orbit/scan_angle/time': list(orbit_reject_idx)} + + +def partitions(n, k): + """ + yield all possible weighs to distribute n rejected rows among k orbits. + This is just the solution to the "stars and bars" problem. + Theorem 2: https://en.wikipedia.org/wiki/Stars_and_bars_%28combinatorics%29 + + From https://stackoverflow.com/questions/28965734/general-bars-and-stars + """ + for c in itertools.combinations(range(n+k-1), k-1): + yield [b-a-1 for a, b in zip((-1,)+c, c+(n+k-1,))] + + def get_nparam(nparam_header_val): # strip the solution type (5, 7, or 9) from the solution type, which is a number 10xd+s consisting of # two parts: d and s. see Note 1 on Vizier for the Hipparcos re-reduction. From d56915db15358fb45a507435ea4055b653dd982f Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Fri, 7 May 2021 23:00:27 -0700 Subject: [PATCH 18/57] upped maximum number of bugged epochs to 4 --- htof/data/hip21_java_nobs_discrepant.txt | 117950 +++++++++++++++ htof/parse.py | 47 +- .../Hip21/IntermediateData/H114114.csv | 88 + htof/test/test_parse.py | 11 +- 4 files changed, 118078 insertions(+), 18 deletions(-) create mode 100644 htof/data/hip21_java_nobs_discrepant.txt create mode 100644 htof/test/data_for_tests/Hip21/IntermediateData/H114114.csv diff --git a/htof/data/hip21_java_nobs_discrepant.txt b/htof/data/hip21_java_nobs_discrepant.txt new file mode 100644 index 0000000..d6bced7 --- /dev/null +++ b/htof/data/hip21_java_nobs_discrepant.txt @@ -0,0 +1,117950 @@ + 1 0 + 2 0 + 3 0 + 4 0 + 5 0 + 6 1 + 7 0 + 8 0 + 9 0 + 10 0 + 11 0 + 12 0 + 13 0 + 14 0 + 15 0 + 16 0 + 17 0 + 18 1 + 19 0 + 20 0 + 21 0 + 22 0 + 23 0 + 24 0 + 25 0 + 26 0 + 27 0 + 28 0 + 29 0 + 30 1 + 31 0 + 32 0 + 33 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attempt_adhoc_rejection and n_additional_reject > 3: - warnings.warn(f"more than 3 bugged epochs for {star_id}, cannot " - f"automatically fix this source. ", UserWarning) + max_n_auto_reject = 4 + if attempt_adhoc_rejection: + if 3 >= n_additional_reject > 0: + # Note: you could use find_epochs_to_reject_java_large here and it would be faster for n_additional_reject=3 + # and basically just as good. The only draw back is it will find slightly different rows (within the same + # orbit) to reject, compared to find_epochs_to_reject_java + self.additional_rejected_epochs = find_epochs_to_reject_java(self, n_additional_reject) + if max_n_auto_reject >= n_additional_reject > 3: + orbit_number = raw_data[0].values + self.additional_rejected_epochs = find_epochs_to_reject_java_large(self, n_additional_reject, orbit_number) + if n_additional_reject > max_n_auto_reject: + warnings.warn(f"more than {max_n_auto_reject} bugged epochs for {star_id}, cannot " + f"automatically fix this source. ", UserWarning) if not attempt_adhoc_rejection and n_additional_reject > 0: warnings.warn(f"attempt_adhoc_rejection = False and {star_id} is a bugged source. " "You are foregoing the write out bug " @@ -540,19 +547,19 @@ def find_epochs_to_reject_java(data: DataParser, n_additional_reject): 'orbit/scan_angle/time': list(orbit_reject_idx)} -def find_epochs_to_reject_java_large(data: DataParser, n_additional_reject): +def find_epochs_to_reject_java_large(data: DataParser, n_additional_reject, orbit_number): # this is for any java tool object where n_additional_reject is greater than 3. # we assume the scan angles and times of rows in the same orbit are similar, therefore we only have # to try all combinations of distributing n_additional_reject rejected epochs among N orbits # calculate the chisquared partials - orbit_prototypes, orbit_multiplicity = np.unique(data.orbit_number.values) + orbit_prototypes, orbit_index, orbit_multiplicity = np.unique(orbit_number, return_index=True, return_counts=True) + num_unique_orbits = len(orbit_prototypes) sin_scan = np.sin(data.scan_angle.values) cos_scan = np.cos(data.scan_angle.values) dt = data.epoch - 1991.25 resid_reject_idx = [len(data) - 1 - i for i in range(int(n_additional_reject))] # always reject the repeated observations. # need to iterate over popping orbit combinations - orbits_to_keep = np.ones(len(data), dtype=bool) - # + orbits_to_keep = np.zeros(len(data), dtype=bool) residuals_to_keep = np.ones(len(data), dtype=bool) residuals_to_keep[resid_reject_idx] = False @@ -564,8 +571,13 @@ def find_epochs_to_reject_java_large(data: DataParser, n_additional_reject): # do those in 10,000 orbit chunks in memory and gain a factor of 10,000 speed up. candidate_orbit_rejects = [] candidate_orbit_chisquared_partials = [] - for orbit_to_reject in orbit_combinations: - orbits_to_keep[list(orbit_to_reject)] = False + for rejects_from_each_orbit in partitions(n_additional_reject, num_unique_orbits): + if np.any(rejects_from_each_orbit > orbit_multiplicity): + # ignore any trials of rejects that put e.g. 10 rejects into an orbit with only 4 observations. + continue + end_index = orbit_index + orbit_multiplicity - np.array(rejects_from_each_orbit) + for s, e in zip(orbit_index, end_index): + orbits_to_keep[s:e] = True # now we want to try a variety of deleting orbits and sliding the other orbits # upward to fill the vacancy. # this pops the orbits out and shifts all the orbits after: @@ -575,11 +587,16 @@ def find_epochs_to_reject_java_large(data: DataParser, n_additional_reject): chi2_vector = (2 * residual_factors * orbit_factors).T # sum the square of the chi2 partials to decide for whether or not it is a stationary point. sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector[mask_rejected_resid], axis=0) ** 2)) - candidate_orbit_rejects.append(orbit_to_reject) + candidate_orbit_rejects.append(rejects_from_each_orbit) candidate_orbit_chisquared_partials.append(sum_chisquared_partials) # reset for the next loop: - orbits_to_keep[list(orbit_to_reject)] = True - orbit_reject_idx = np.array(candidate_orbit_rejects)[np.argmin(candidate_orbit_chisquared_partials)] + orbits_to_keep[:] = False + rejects_from_each_orbit = np.array(candidate_orbit_rejects)[np.argmin(candidate_orbit_chisquared_partials)] + # now transform rejects_from_each_orbit into actual orbit indices that we are going to reject. + end_index = orbit_index + orbit_multiplicity - np.array(rejects_from_each_orbit) + for s, e in zip(orbit_index, end_index): + orbits_to_keep[s:e] = True + orbit_reject_idx = np.where(~orbits_to_keep)[0] if np.min(candidate_orbit_chisquared_partials) > 0.5: warnings.warn("Attempted to fix the write out bug, but the chisquared partials are larger than 0.5. There are " "likely more additional rejected epochs than htof can handle.", UserWarning) diff --git a/htof/test/data_for_tests/Hip21/IntermediateData/H114114.csv b/htof/test/data_for_tests/Hip21/IntermediateData/H114114.csv new file mode 100644 index 0000000..86c723c --- /dev/null +++ b/htof/test/data_for_tests/Hip21/IntermediateData/H114114.csv @@ -0,0 +1,88 @@ +114114 -1 79 -1 5 -1 -1 0 + 9.149 1.010 1 5 83 0 +346.66316449 10.54338164 2.91 11.17 -10.36 + 2.13299990 1.10500002 2.38 1.08 1.24 + + 104 -1.2797 -0.6606 0.2929 0.9562 -5.20 9.23 + 105 -1.2789 -0.6573 0.2879 0.9577 -2.36 9.23 + 153 -1.2203 0.4818 -0.9120 0.4102 -4.65 2.86 + 423 -0.8919 -0.4732 -0.3071 -0.9517 2.79 3.20 + 423 -0.8919 -0.4728 -0.3067 -0.9518 4.05 3.31 + 423 -0.8919 -0.4704 -0.3036 -0.9528 2.02 4.00 + 423 -0.8919 -0.4705 -0.3037 -0.9528 -0.96 2.29 + 472 -0.8323 0.6683 0.8908 -0.4544 2.11 2.04 + 472 -0.8323 0.6703 0.8920 -0.4520 5.10 2.09 + 472 -0.8323 0.6703 0.8920 -0.4520 -2.22 1.72 + 472 -0.8323 0.6718 0.8930 -0.4501 -2.69 2.14 + 472 -0.8323 0.6720 0.8930 -0.4500 3.51 2.48 + 533 -0.7582 -0.6404 -0.2246 -0.9745 -1.84 2.71 + 533 -0.7582 -0.6408 -0.2253 -0.9743 -1.29 2.03 + 533 -0.7582 -0.6429 -0.2279 -0.9737 10.82 8.79 + 833 -0.3936 0.3987 -0.6727 0.7399 -7.70 10.73 + 833 -0.3936 0.3940 -0.6679 0.7443 12.63 8.79 + 833 -0.3936 0.3948 -0.6684 0.7438 -4.98 10.72 + 869 -0.3499 -0.5995 0.3579 0.9338 -1.70 10.86 + 869 -0.3499 -0.6022 0.3618 0.9322 4.44 12.08 + 869 -0.3499 -0.6017 0.3609 0.9326 -0.74 11.17 + 934 -0.2708 0.6465 -0.9291 0.3698 4.52 8.24 + 934 -0.2708 0.6485 -0.9299 0.3677 -7.22 10.15 +1213 0.0682 -0.0123 0.1414 -0.9900 -12.18 9.27 +1213 0.0682 -0.0120 0.1425 -0.9898 5.39 10.03 +1213 0.0682 -0.0080 0.1472 -0.9891 -9.03 7.74 +1213 0.0682 -0.0056 0.1504 -0.9886 -1.05 5.86 +1213 0.0682 -0.0028 0.1540 -0.9881 -1.56 7.80 +1213 0.0682 -0.0006 0.1572 -0.9876 5.94 7.52 +1213 0.0682 0.0020 0.1608 -0.9870 2.23 6.83 +1213 0.0682 0.0034 0.1625 -0.9867 1.68 7.55 +1214 0.0694 0.0105 0.1749 -0.9846 7.58 5.94 +1214 0.0694 0.0154 0.1824 -0.9832 -8.40 8.45 +1214 0.0694 0.0143 0.1809 -0.9835 2.45 8.33 +1214 0.0694 0.0202 0.1878 -0.9822 -0.12 8.71 +1214 0.0694 0.0193 0.1872 -0.9823 5.91 4.81 +1214 0.0694 0.0257 0.1956 -0.9807 -3.10 5.07 +1214 0.0694 0.0245 0.1938 -0.9810 3.75 4.84 +1225 0.0827 0.2718 0.5231 -0.8523 4.24 4.74 +1225 0.0827 0.2737 0.5254 -0.8508 6.97 4.64 +1225 0.0827 0.2764 0.5285 -0.8489 -8.89 4.46 +1225 0.0827 0.2780 0.5310 -0.8474 -5.16 6.69 +1225 0.0827 0.2813 0.5341 -0.8454 -11.49 8.35 +1225 0.0827 0.2841 0.5375 -0.8433 2.13 8.60 +1226 0.0839 0.2912 0.5464 -0.8375 -10.24 8.21 +1226 0.0839 0.2953 0.5518 -0.8340 -2.53 8.90 +1226 0.0839 0.2955 0.5520 -0.8338 -0.07 8.09 +1226 0.0839 0.3005 0.5573 -0.8303 -3.65 10.02 +1226 0.0839 0.3013 0.5578 -0.8300 1.34 7.60 +1226 0.0839 0.3064 0.5636 -0.8260 -8.25 4.14 +1227 0.0850 0.3153 0.5748 -0.8183 5.45 2.89 +1227 0.0850 0.3143 0.5732 -0.8194 5.03 3.80 +1311 0.1872 -0.6898 -0.3447 -0.9387 1.33 2.10 +1311 0.1872 -0.6898 -0.3447 -0.9387 1.83 2.05 +1311 0.1872 -0.6892 -0.3439 -0.9390 3.81 4.88 +1311 0.1872 -0.6886 -0.3432 -0.9393 1.01 3.17 +1311 0.1872 -0.6889 -0.3435 -0.9391 0.90 5.42 +1388 0.2808 0.5033 0.9150 -0.4035 1.70 3.98 +1388 0.2808 0.5019 0.9144 -0.4049 -12.80 3.73 +1388 0.2808 0.4981 0.9122 -0.4098 -9.12 3.61 +1388 0.2808 0.4980 0.9121 -0.4099 -0.55 3.16 +1389 0.2820 0.4874 0.9085 -0.4178 0.94 3.46 +1415 0.3136 -0.2460 0.3091 -0.9510 -1.03 2.58 +1416 0.3148 -0.2551 0.2985 -0.9544 15.63 10.35 +1416 0.3148 -0.2552 0.2989 -0.9543 5.64 14.05 +1416 0.3148 -0.2593 0.2934 -0.9560 -15.86 14.40 +1416 0.3148 -0.2595 0.2929 -0.9561 8.24 12.09 +1780 0.7570 -0.5834 0.1713 0.9852 16.37 14.51 +1780 0.7570 -0.5800 0.1663 0.9861 -11.19 11.33 +1780 0.7570 -0.5786 0.1651 0.9863 27.27 15.26 +1780 0.7570 -0.5771 0.1625 0.9867 -19.60 14.28 +1817 0.8019 0.3288 -0.8597 0.5108 -4.33 9.75 +1817 0.8019 0.3294 -0.8601 0.5101 2.83 5.70 +1817 0.8019 0.3328 -0.8621 0.5067 5.15 4.60 +1817 0.8019 0.3339 -0.8630 0.5053 9.72 6.99 +1818 0.8032 0.3364 -0.8679 0.4967 2.74 2.55 +2090 1.1334 -0.5836 -0.3543 -0.9351 -0.37 3.20 +2090 1.1334 -0.5833 -0.3540 -0.9352 2.35 3.37 +2090 1.1334 -0.5820 -0.3521 -0.9360 -6.19 4.00 +2149 1.2051 0.6878 0.9225 -0.3860 2.52 2.55 +2149 1.2051 0.6879 0.9225 -0.3859 -0.60 3.20 +2149 1.2051 0.6885 0.9229 -0.3851 2.12 3.37 +2149 1.2051 0.6875 0.9223 -0.3864 -6.41 4.00 diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index 6233a67..4bb17bf 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -146,11 +146,13 @@ def test_outlier_reject_nowriteoutbug(self): 'residual/along_scan_error': [77, 76]}), ('44050', {'orbit/scan_angle/time': [9, 10, 44], 'residual/along_scan_error': [73, 72, 71]}), + ('114114', {'orbit/scan_angle/time': [1, 17, 22, 56], + 'residual/along_scan_error': [79, 80, 81, 82]}), ('27321', {}), ('072477', {})]) def test_reject_obs(self, hip_id, rej_obs): # hip 651 is a great test source because it has 3 rejected observations (negative AL errors) - # and it has an uncatalogued rejection that we need to fix. + # and it has an uncatalogued rejection that we need to fix (i.e., an extra, 4th, rejection). test_data_directory = os.path.join(os.getcwd(), 'htof/test/data_for_tests/Hip21') data = HipparcosRereductionJavaTool() # get info on the IAD without doing any rejection: @@ -166,9 +168,12 @@ def test_reject_obs(self, hip_id, rej_obs): # Note that for hip39, any of the orbits within 1426 are ok to reject. I.e. 70, 71, 72, 73, 74, 75. sum_chi2_partials = calculate_chisq_partials(data) assert sum_chi2_partials < 0.1 # assert that the IAD reflect a solution that is a stationary point + print(sum_chi2_partials) if len(rej_obs) > 0: - assert np.allclose(data.additional_rejected_epochs['orbit/scan_angle/time'], rej_obs['orbit/scan_angle/time']) - assert np.allclose(data.additional_rejected_epochs['residual/along_scan_error'], rej_obs['residual/along_scan_error']) + assert np.allclose(np.sort(data.additional_rejected_epochs['orbit/scan_angle/time']), + np.sort(rej_obs['orbit/scan_angle/time'])) + assert np.allclose(np.sort(data.additional_rejected_epochs['residual/along_scan_error']), + np.sort(rej_obs['residual/along_scan_error'])) class TestDataParser: From 2e9e26f80963ace147e075c65f82c7c157909aef Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Fri, 7 May 2021 23:09:31 -0700 Subject: [PATCH 19/57] updated readme --- CHANGES.md | 8 +++++--- 1 file changed, 5 insertions(+), 3 deletions(-) diff --git a/CHANGES.md b/CHANGES.md index ccd24a7..11a3239 100644 --- a/CHANGES.md +++ b/CHANGES.md @@ -1,9 +1,11 @@ 0.4.0 (2021-04-30) ------------------ -- Implemented a better data fix for Hip2 dvd data. This fixes most of the 8000 discrepant sources -that have the Hip2 dvd file-write error. Note that this is not perfect, there are some minor +- Implemented a better data fix for Hip2 java data. This fixes most of the 6400 discrepant sources +that have the Hip2 file-write error. Note that this is not perfect, there are some minor degeneracies between which epochs to reject. See the note in parse.find_epochs_to_reject() -- Updated the flagged source list (hip2_dvd_flagged.txt). +- Note that this write-out bug fix does not work on the dvd data (note, + the dvd still has the same bug, it is just not easily correctable). +- Updated the flagged source list (hip2_javatool_flagged.txt). 0.3.5 (2021-04-19) ------------------ From d01e489ce1e0d0567312b503037f13bca3096699 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Sun, 9 May 2021 16:56:09 -0700 Subject: [PATCH 20/57] updated list of rejected sources --- htof/data/hip2_Javatool_flagged.txt | 59 ----------------------------- 1 file changed, 59 deletions(-) diff --git a/htof/data/hip2_Javatool_flagged.txt b/htof/data/hip2_Javatool_flagged.txt index 04c7b71..9619a69 100644 --- a/htof/data/hip2_Javatool_flagged.txt +++ b/htof/data/hip2_Javatool_flagged.txt @@ -1,5 +1,4 @@ 516 -1550 1627 1834 2085 @@ -7,13 +6,10 @@ 7145 8953 9306 -9383 -10826 12193 12302 13502 14542 -15530 17447 18517 19057 @@ -22,93 +18,59 @@ 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-114659 -114761 -114903 -114910 -115254 -115340 -115413 -115507 -115561 -115628 -115923 -116173 -116500 -116673 -116729 -116791 -116813 -116907 117059 -117250 -117327 -117440 -117859 -117904 -117905 -118086 -118095 -118134 -118153 -118174 From c6822ba54da0b998982031dc199db59ec076cd4c Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Thu, 13 May 2021 11:47:21 -0700 Subject: [PATCH 22/57] updated example notebook. --- examples.ipynb | 310 ++++++++++++++++++++++++++++++++++++---- htof/test/test_fit.py | 25 +--- htof/test/test_parse.py | 1 - 3 files changed, 288 insertions(+), 48 deletions(-) diff --git a/examples.ipynb b/examples.ipynb index 02e1796..f6dc429 100644 --- a/examples.ipynb +++ b/examples.ipynb @@ -1,28 +1,28 @@ { "cells": [ { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true - }, - "outputs": [], + "cell_type": "markdown", + "metadata": {}, "source": [ - "# Here we aim to make a figure like Figure 5 from the HTOF paper. This figure shows the chisq > 30 detectability limits\n", - "# for Gaia DR4, Gaia DR4 merged with Hipparcos, and Gaia DR4 coupled with NGRST." + "# Examples of using HTOF:\n", + "### This notebook contains a variety of use case examples for htof." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Example 1: Combining astrometric missions for beta pic and extracting the best fit astrometric parameters from the two" ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ - "\"\"\"\n", - "Preliminaries\n", - "\"\"\"\n", "\n", - "from htof.parse import GaiaData, HipparcosOriginalData, DataParser\n", + "from htof.parse import GaiaData, GaiaeDR3, HipparcosOriginalData, DataParser\n", "from htof.fit import AstrometricFitter\n", "from htof.sky_path import parallactic_motion, earth_ephemeris\n", "from astropy import time\n", @@ -39,6 +39,273 @@ "from scipy.interpolate import interp1d\n", "from scipy import ndimage\n", "\n", + "# lets combine the astrometric missions of gaia EDR3 and hipparcos 1. Note that, in detail, this is incorrect since the scans\n", + "# are not in the same reference frame. But this illustrates HTOF's functionality.\n", + "\n", + "# relevant star parameters\n", + "hip_id = '27321'\n", + "cntr_ra, cntr_dec = Angle(86.82118072, 'degree'), Angle(-51.06671341, 'degree')\n", + "plx = 1.1 * u.mas # fake parallax\n", + "# parse Hipparcos 1 data for hip 27321\n", + "hip1 = HipparcosOriginalData()\n", + "hip1.parse(star_id=hip_id, intermediate_data_directory='htof/test/data_for_tests/Hip1/IntermediateData')\n", + "hip1.calculate_inverse_covariance_matrices()\n", + "\n", + "# parse Gaia EDR3.\n", + "gaia = GaiaeDR3()\n", + "gaia_err = 120/1000 # gaia single measurement error in milli arc second. Should be ~50 to 170 micro arc seconds.\n", + "gaia.parse(star_id=hip_id, intermediate_data_directory='htof/test/data_for_tests/GaiaeDR3')\n", + "gaia.along_scan_errs = pd.Series(np.ones(len(gaia), dtype=float) * gaia_err)\n", + "gaia.calculate_inverse_covariance_matrices()\n", + "\n", + "# combine the two missions:\n", + "data = hip1 + gaia # combined mission data" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "best fit astometric parameters: [parallax, ra, dec, proper motion ra, proper motion dec]:\n", + "(mas, mas, mas, mas/yr, mas/yr)\n", + "[ 1.1 -0. -0. 0.5 0.1]\n", + "standard errors on the five parameters: [parallax, ra, dec, proper motion ra, proper motion dec]:\n", + "[0.02888 0.1017 0.10572 0.01636 0.01683]\n", + "formal chisquared of the fit (will be near 0 because there is no noise):\n", + "1.4081286697388012e-11\n" + ] + } + ], + "source": [ + "# get the epochs for the fit\n", + "epochs = data.julian_day_epoch()\n", + "\n", + "# generate the parallactic perturbations. For simplicity, assume ngrst and gaia and hipparcos are all in orbit\n", + "# around earth (even though Gaia is at L2). Really we would want to hstack the parallactic perturbations for each\n", + "# different ephemeris.\n", + "jyear_epoch = time.Time(epochs, format='jd', scale='tcb').jyear\n", + "# pick a central epoch for the fit:\n", + "central_epoch = 2010\n", + "ra_motion, dec_motion = parallactic_motion(jyear_epoch, cntr_ra.degree, cntr_dec.degree, 'degree',\n", + " time.Time(central_epoch, format='decimalyear', scale='tcb').jyear,\n", + " ephemeris=earth_ephemeris)\n", + "# ra_motion, dec_motion are the parallax motion alone, for a parallax of 1 mas.\n", + "# note that ra_motion and dec_motion are in degrees here.\n", + "# generate sky path\n", + "year_epochs = jyear_epoch - time.Time(central_epoch, format='jyear', scale='tcb').jyear\n", + "# add a small linear motion (fake proper motion of beta pic) of 5 mas/yr in ra and .1 mas/yr in dec\n", + "ra = Angle(.5 * year_epochs, unit='mas') + Angle(ra_motion, unit='degree') * plx.value\n", + "dec = Angle(.1 * year_epochs, unit='mas') + Angle(dec_motion, unit='degree') * plx.value\n", + "\n", + "# for large proper motions, ideally you will want to fit iteratively, because there are small numerical round offs\n", + "# that add up.\n", + "\n", + "plt.figure()\n", + "plt.scatter(ra, dec)\n", + "plt.annotate('Hipparcos', xy=(-10, 0), fontsize=20)\n", + "plt.annotate('Gaia EDR3', xy=(-1, -1.5), fontsize=20)\n", + "plt.plot(ra, dec)\n", + "plt.show()\n", + "\n", + "# now we fit with htof.fitter to solve for the proper motions (which will be equal to the input proper motions)\n", + "# fit_degree = 1 gives a standard 4 parameter fit (position + proper motions), or a 5 parameter fit (parallax, positions, proper motions) if \n", + "# use_parallax=True and the parallactic components are given.\n", + "fitter = AstrometricFitter(data.inverse_covariance_matrix, year_epochs,\n", + " use_parallax=True, fit_degree=1,\n", + " parallactic_pertubations={'ra_plx': Angle(ra_motion, 'degree').mas,\n", + " 'dec_plx': Angle(dec_motion, 'degree').mas})\n", + "# fit the standard model\n", + "astrometric_parameters, errors, chisquared = fitter.fit_line(ra.mas, dec.mas, return_all=True)\n", + "print('best fit astometric parameters: [parallax, ra, dec, proper motion ra, proper motion dec]:')\n", + "print('(mas, mas, mas, mas/yr, mas/yr)')\n", + "print(astrometric_parameters.round(3))\n", + "print('standard errors on the five parameters: [parallax, ra, dec, proper motion ra, proper motion dec]:')\n", + "print(errors.round(5))\n", + "print('formal chisquared of the fit (will be near 0 because there is no noise):')\n", + "print(chisquared)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Example 2: Identifying the bugged epochs that should be removed for a Hip2 source (using the Java tool IAD)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Although data is fixed, the IAD that are returned by data parser are untouched. Note that the last 3 along scan errors (last column) are repeated\n", + " 0 1 2 3 4 5 6\n", + "0 310 -1.0292 0.1738 -0.0457 0.9990 2.56 2.71\n", + "1 310 -1.0292 0.1683 -0.0381 0.9993 0.15 2.62\n", + "2 310 -1.0292 0.1686 -0.0391 0.9992 3.04 2.49\n", + "3 311 -1.0281 0.1627 -0.0279 0.9996 -0.12 2.50\n", + "4 311 -1.0281 0.1582 -0.0216 0.9998 -4.89 3.22\n", + ".. ... ... ... ... ... ... ...\n", + "69 2014 1.0412 -0.6202 0.8170 0.5766 -4.13 4.76\n", + "70 2079 1.1201 0.6583 -0.4111 0.9116 3.38 3.19\n", + "71 2079 1.1201 0.6586 -0.4115 0.9114 3.29 4.74\n", + "72 2079 1.1201 0.6592 -0.4122 0.9111 -4.07 4.76\n", + "73 2079 1.1201 0.6590 -0.4120 0.9112 3.44 3.19\n", + "\n", + "[74 rows x 7 columns]\n", + "length of the iad: 74\n", + "last ten along scan errors from the uncorrected IAD:\n", + "64 1.85\n", + "65 2.02\n", + "66 2.17\n", + "67 3.80\n", + "68 4.74\n", + "69 4.76\n", + "70 3.19\n", + "71 4.74\n", + "72 4.76\n", + "73 3.19\n", + "Name: 6, dtype: float64\n", + "now lets look at the DataParser object, which is actually fixed.\n", + "length of the fixed data: 71\n", + "So the fixed data have 71 transits instead of 74, because the 3 bugged epochs have been removed, and orbits have been shuffled.\n" + ] + } + ], + "source": [ + "# here we are going to just parse an hip2.1 (java tool iad) source. Parsing will automatically identify any epochs that need to be rejected because of the write out bug.\n", + "# This does not work for every source, but it does for the vast majority (of java tool and hip1 sources).\n", + "# an up to date list of the sources, for which this does not work, can be found in htof/data. \n", + "# e.g. htof/data/hip1_flagged.txt, htof/data/hip2_dvd_flagged.txt, htof/data/hip2_Javatool_flagged.txt\n", + "import os\n", + "from htof.parse import HipparcosRereductionJavaTool\n", + "\n", + "test_data_directory = os.path.join(os.getcwd(), 'htof/test/data_for_tests/Hip21')\n", + "data = HipparcosRereductionJavaTool()\n", + "# get info on the IAD without doing any rejection:\n", + "\n", + "iad_with_header, iad = data.parse(star_id=44050, intermediate_data_directory=test_data_directory, attempt_adhoc_rejection=True)\n", + "print('Although data is fixed, the IAD that are returned by data parser are untouched. Note that the last 3 along scan errors (last column) are repeated')\n", + "print(iad)\n", + "print('length of the iad:', len(iad))\n", + "print('last ten along scan errors from the uncorrected IAD:')\n", + "print(iad[6][-10:])\n", + "\n", + "print('now lets look at the DataParser object, which is actually fixed.')\n", + "print('length of the fixed data:', len(data))\n", + "print('So the fixed data have 71 transits instead of 74, because the 3 bugged epochs have been removed, and orbits have been shuffled.')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "if you wanted to fix the IAD yourself (and not use htof any further), you would first parse the source with htof. Then call data.additional_rejected_epochs to tell which epochs should be removed from the IAD." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'residual/along_scan_error': [73, 72, 71],\n", + " 'orbit/scan_angle/time': [9, 10, 44]}" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.additional_rejected_epochs" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "You would remove the scan angles/orbits/ times from transits 9, 10 and 44, then slide up the orbits to fit. Note again, that htof does all of this automatically on .parse(). Then you would remove the last 3 residuals (again because there are 3 bugged epochs for this source): 73, 72, 71" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "htof does this correction automatically, but will not save a new intermediate data file. Although, you can write out a file of scan angles, times, along scan errors, and residuals (that would be automatically fixed):" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "note that the last column (icov) of this .csv file will just be zeros, because we did not call data.calculate_inverse_covariance_matrices()\n" + ] + } + ], + "source": [ + "test_data_directory = os.path.join(os.getcwd(), 'htof/test/data_for_tests/Hip21')\n", + "data = HipparcosRereductionJavaTool()\n", + "# get info on the IAD without doing any rejection:\n", + "\n", + "data.parse(star_id=44050, intermediate_data_directory=test_data_directory, attempt_adhoc_rejection=True)\n", + "data.write('fixed_iad_44050.csv', overwrite=True)\n", + "print('note that the last column (icov) of this .csv file will just be zeros, because we did not call data.calculate_inverse_covariance_matrices()')" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "collapsed": true + }, + "source": [ + "## Example 3: Here we make a figure very similar to Figure 6 from the HTOF paper. " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "\"\"\"\n", + "Preliminaries\n", + "\"\"\"\n", + "\n", + "# relevant star parameters\n", + "hip_id = '27321'\n", + "cntr_ra, cntr_dec = Angle(86.82118072, 'degree'), Angle(-51.06671341, 'degree')\n", + "plx = 51.44 * u.mas\n", + "mass_star = 1.84 * u.solMass\n", + "########\n", "\n", "def calc_orbit(varpi, a, inc, Ma, phase, time, multiplier=1):\n", " \"\"\"\n", @@ -65,7 +332,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 7, "metadata": {}, "outputs": [], "source": [ @@ -84,17 +351,12 @@ "\n", "check_orbit = False # debug\n", "\n", - "#############\n", - "# relevant star parameters\n", - "hip_id = '27321'\n", - "cntr_ra, cntr_dec = Angle(86.82118072, 'degree'), Angle(-51.06671341, 'degree')\n", - "plx = 51.44 * u.mas\n", - "mass_star = 1.84 * u.solMass\n" + "#############\n" ] }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ @@ -200,12 +462,12 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 9, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -328,7 +590,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.8" + "version": "3.8.5" } }, "nbformat": 4, diff --git a/htof/test/test_fit.py b/htof/test/test_fit.py index 30c3f56..26a2b1e 100755 --- a/htof/test/test_fit.py +++ b/htof/test/test_fit.py @@ -5,8 +5,8 @@ import timeit from astropy.coordinates import Angle -from htof.fit import unpack_elements_of_matrix, AstrometricFitter, normalize, AstrometricFastFitter -from htof.utils.fit_utils import ra_sol_vec, dec_sol_vec, chi2_matrix, transform_coefficients_to_unnormalized_domain +from htof.fit import unpack_elements_of_matrix, AstrometricFitter, AstrometricFastFitter +from htof.utils.fit_utils import ra_sol_vec, dec_sol_vec, chi2_matrix from htof.sky_path import parallactic_motion np.random.seed(seed=1234111) @@ -176,27 +176,6 @@ def test_unpack_elements_of_matrix(): A = np.array([[0, 1], [2, 3]]) assert np.allclose(np.arange(4), unpack_elements_of_matrix(A)) - -def test_transforming_from_unnormalized_domain(): - normed_coeffs = [50, 1, 1.1, .3, .4, .5, .6, .07, .08] # parallax, ra0, dec0, mura, mudec, ara, adec, jra, jdec - x = np.arange(50) - ra = np.polynomial.polynomial.polyval(normalize(x, (np.min(x), np.max(x))), normed_coeffs[1:][::2]) - dec = np.polynomial.polynomial.polyval(normalize(x, (np.min(x), np.max(x))), normed_coeffs[1:][1::2]) - coeffs = transform_coefficients_to_unnormalized_domain(normed_coeffs, np.min(x), np.max(x), np.min(x), np.max(x), - True, basis=np.polynomial.polynomial.Polynomial) - assert np.allclose(np.polynomial.polynomial.polyval(x, coeffs[1:][::2]), ra) - assert np.allclose(np.polynomial.polynomial.polyval(x, coeffs[1:][1::2]), dec) - coeffs = transform_coefficients_to_unnormalized_domain(normed_coeffs[1:], np.min(x), np.max(x), np.min(x), np.max(x), - False, basis=np.polynomial.polynomial.Polynomial) - assert np.allclose(np.polynomial.polynomial.polyval(x, coeffs[::2]), ra) - assert np.allclose(np.polynomial.polynomial.polyval(x, coeffs[1::2]), dec) - - -def test_normalize(): - out = normalize(np.arange(9), (0, 8)) - assert out.min() == -1 and out.max() == 1 - - """ Utility functions """ diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index 4bb17bf..96a767b 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -168,7 +168,6 @@ def test_reject_obs(self, hip_id, rej_obs): # Note that for hip39, any of the orbits within 1426 are ok to reject. I.e. 70, 71, 72, 73, 74, 75. sum_chi2_partials = calculate_chisq_partials(data) assert sum_chi2_partials < 0.1 # assert that the IAD reflect a solution that is a stationary point - print(sum_chi2_partials) if len(rej_obs) > 0: assert np.allclose(np.sort(data.additional_rejected_epochs['orbit/scan_angle/time']), np.sort(rej_obs['orbit/scan_angle/time'])) From 65cadf9556dfb31724b85f8e868491f8b93eb6c0 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Thu, 13 May 2021 12:09:20 -0700 Subject: [PATCH 23/57] updated example ipynb to showcase more utility --- README.rst | 7 +++ examples.ipynb | 134 +++++++++++++++++++++++++++++++++++++++++++++---- 2 files changed, 131 insertions(+), 10 deletions(-) diff --git a/README.rst b/README.rst index 31886c8..5c74f2f 100644 --- a/README.rst +++ b/README.rst @@ -34,6 +34,13 @@ while in the root directory of this repo. It can also be installed directly from pip install git+https://github.com/gmbrandt/htof +Usage +----- + +HTOF has a rich variety of usages. We encourage the reader to consult the examples.ipynb jupyter notebook +for a set of usage examples (e.g., fitting the standard astrometric model to data, combining astrometric missions). +However, we also go into a few basic and specific use cases in this readme. + Usage: Fits without Parallax ---------------------------- The following examples show how one would both load in and fit a line to the astrometric intermediate data diff --git a/examples.ipynb b/examples.ipynb index f6dc429..68fc8de 100644 --- a/examples.ipynb +++ b/examples.ipynb @@ -146,13 +146,127 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Example 2: Identifying the bugged epochs that should be removed for a Hip2 source (using the Java tool IAD)" + "#### Lets also compute a variety of interesting parameters concerning this combined astrometric mission:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The covariance matrix of the five astrometric parameters:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[[ 8.34342863e-04 -5.58154324e-05 9.42265984e-05 2.01458530e-05\n", + " -1.56400881e-05]\n", + " [-5.58154324e-05 1.03438425e-02 -7.24140630e-04 -1.60236178e-03\n", + " 1.30613912e-04]\n", + " [ 9.42265984e-05 -7.24140630e-04 1.11757135e-02 1.32448660e-04\n", + " -1.71595818e-03]\n", + " [ 2.01458530e-05 -1.60236178e-03 1.32448660e-04 2.67716832e-04\n", + " -2.54324591e-05]\n", + " [-1.56400881e-05 1.30613912e-04 -1.71595818e-03 -2.54324591e-05\n", + " 2.83135999e-04]]\n", + "note that the sqrt of the diagonal of the covariance matrix is equal to the standard errors on the parameters from the previous fit (as it should)\n", + "[0.02888, 0.1017, 0.10572, 0.01636, 0.01683]\n", + "standard errors on the five parameters: [parallax, ra, dec, proper motion ra, proper motion dec]:\n", + "[0.02888 0.1017 0.10572 0.01636 0.01683]\n" + ] + } + ], + "source": [ + "covmat = fitter.evaluate_cov_matrix(0, 0) # we set the central epoch above to be 2010, and centered the times around it, so we want 0,0 here.\n", + "print(covmat)\n", + "print('note that the sqrt of the diagonal of the covariance matrix is equal to the standard errors on the parameters from the previous fit (as it should)')\n", + "print(list(np.sqrt(np.diagonal(covmat)).round(5)))\n", + "print('standard errors on the five parameters: [parallax, ra, dec, proper motion ra, proper motion dec]:')\n", + "print(errors.round(5))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The epochs at which the covariance between ra/pm_ra and dec/pm_dec (position/proper motion) is zero. These are called the central epochs." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "2015.9852858659247 2016.0605439907442\n" + ] + } + ], + "source": [ + "best_epoch_ra, best_epoch_dec = fitter.find_optimal_central_epoch(coordinate='ra'), fitter.find_optimal_central_epoch(coordinate='dec')\n", + "print(best_epoch_ra + central_epoch, best_epoch_dec + central_epoch)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now lets check by computing the covariance matrix with those ra and dec epochs, comparing it to the one we computed above with a central epoch of 2010 for both ra and dec." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ra/pm_ra covariance at the central epoch 2015.985286:\n", + "0.0\n", + "ra/pm_ra covariance at 2010:\n", + "-0.00160236178\n", + "dec/pm_dec covariance at the central epoch 2016.060544:\n", + "0.0\n", + "dec/pm_dec covariance at 2010:\n", + "-0.00171595818\n" + ] + } + ], + "source": [ + "covmatbest = fitter.evaluate_cov_matrix(best_epoch_ra, best_epoch_dec) # we set the central epoch above to be 2010, and centered the times around it, so we want 0,0 here.\n", + "print(f'ra/pm_ra covariance at the central epoch {best_epoch_ra + central_epoch: 1f}:')\n", + "print(covmatbest[1, 3].round(11)) # rounding to the eleventh decimal\n", + "print('ra/pm_ra covariance at 2010:')\n", + "print(covmat[1, 3].round(11))\n", + "\n", + "print(f'dec/pm_dec covariance at the central epoch {best_epoch_dec + central_epoch: 1f}:')\n", + "print(covmatbest[2, 4].round(11)) # rounding to the eleventh decimal\n", + "print('dec/pm_dec covariance at 2010:')\n", + "print(covmat[2, 4].round(11))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Example 2: Identifying the bugged epochs that should be removed for a Hip2 source (using the Java tool IAD)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, "outputs": [ { "name": "stdout", @@ -225,7 +339,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -235,7 +349,7 @@ " 'orbit/scan_angle/time': [9, 10, 44]}" ] }, - "execution_count": 4, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } @@ -260,7 +374,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -287,12 +401,12 @@ "collapsed": true }, "source": [ - "## Example 3: Here we make a figure very similar to Figure 6 from the HTOF paper. " + "## Example 3: Here we combine some of the above examples to make a figure very similar to Figure 6 from the HTOF paper. " ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ @@ -332,7 +446,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 10, "metadata": {}, "outputs": [], "source": [ @@ -356,7 +470,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 11, "metadata": {}, "outputs": [], "source": [ @@ -462,12 +576,12 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 12, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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vTI/l6feSPMnj6zav57ooImOwZhL7NN3qekBrV5zXHTTJVN4iN61Pwenue8toxcImfUHh5u44qTHmPqwR4il+FpG+IrLFHedPF8uNwGtpFkUA3UTkX29KfPLKWHOVV0uzKBFweg1KEZmNNaAkxe22ARGZud32MwjYlYO+j+lbtBz1f+znvEdU+InICeAu7FtWW2F94cotj7yX5FceXrf5PV+iiAwBFqVb1cxV53Q1TTKVt8h02kAHSqa77/T5VhWQcXS3uwqLp2/JGeam8zryBPZfgN6TLMpsFUAvpLs/VUTSD9Rwlv+muz8si223Yz87WHa39JdedzjYRksf5ZKIrAQGp1v8hLFmX8oNT72XOENuXrcAGGPCjTEDjTG983jOX9LdL5nH43ic9slU3iI3o3DT9lkRYIOTY1GAiMwzxvwL3GBb1M4YU0tcXzS4aZrfz4nIPhefLytN091f44kgXMFYM7H0S7MoAXjDVecTkTnGmNVYrWEAPY0x4SKy1sG26afxy5KD/nk9JJO56FXuiMjXtoFAaZ/fkVwdlJWTY3jqvSTfcvO6TaMnVnefzcBfeTht+mlvz+fhGF5BWzKVt7jOGJPtlx5jzcKQ9vLeJhE577Ko1Ftc7S9rsOaUd7W0c36nH1STk32cKf1xcxKP189ZbowJwCr8nLaczKduqMuX61Yh5RUGYs2qlSIQGJvLY3jivcRZ8vq6rWOM8c/D+dJXfPD6ZDwzmmQqb1Gcq1OaZeWedPe9adRpoSMiC4H30izqa1w/XWnawQbljDE5GdjV1A2xgDXLVHa8uv+UbSTrH1xtmQGYCLzp6nOLyEzsk5XbjDEtM9teeQcRiQPuBM6mWRyay2N44r3EKfLxui2GVaYotzql+T0Wqy94gaRJpvImw2ylaxwyxoQCQ9IsigR+dHlUaigwOc39icaY23J7EGNMOey7OmQm7SABP7K5LGeM6QXUzW08OZR+wMJj2cTSBPsPCK9ijGkPrATS9hX7FXjUjQOZ3kt3f7ibzqvywVa54j6sEk555e73EmfK6+v2I5OLCUOMMdcB/dMs+kZEvGWWpFzTJFN5i/VYBXfHGWPSF6VNKYQ9GUiZ1SER6Ccil90WYRFlSz7u5Wr5jkBgujFmtDEm23qQxpiGxpgPgX1YpX9SxOG43uAn2M+a87Ex5uZMjt0K+9mRnO0b7AeM/McY80AmsdQDpuBl76vGmEbGmGeMMf9gFZpOmdruAvCQiDwoIvGZH8HppmH1VUtxqzGmwJZoKUpEZAH5aPH2wHuJM00jb6/bRsBi2xfQLNladhdytb7qZgp4lxJTCKpwFFnGmFlcTbqKY38p7yRwIuWOrX5fZscZiNXnJkXaf4ZL2M/F/I6ITLftVxmYlWbdNUBK/5NzXK2NdsxRR35jzAGuTrv2I9Y/1zisYtC/YI0wNVjJ5yNYRa7BSkD6isi0zB5TmnOEA9+lW1wa+36dh8k48vSJbDp2u5St3EpK8vSjiPTzVCxp2UZLfgQ0tC1KApZjzbh0HOt5DMaanaMxVn23a9MdJgr4GhgpIg5nl7GVMZqAfUH6mVjz25/C+hveDNwNrMKaVSSl7E0C1msH0rz2jDHvptkm/WtgB1cT29TXuG2/Dliv87T9Fxdj1eY8ivW/1w6rmPIB4F/sB9SkTiGX1f9hdowxQ4C008xl9X/qh/UYy5BxJpSDWM//dyKSoxHXxpjvgHDb3QCsD84Uaf/XwZpj/J1sjncP1iX7FGnfr2JE5KYs9k3/vgP2xfjB/u+Zo5hcId17XC13DkZy8DylvObT/n8ArBWRJ3J57ElY5Y1S5PqxueO9xFOvW2PMYKwpUdP7F2tygd1YX/J8sf4u1wDdsb8iMxd4IKf/o7bzpv8sT/uZnP7v/q2IuL6mr4jorYDesD7QJCe3bI4zLKfHwWo9TNmvZg73OZCD+MfblrXFGi3u6DjJWDX8rsnFc9QxF48t7a2jh/+2/dI/N95yw2qpux/rA+xiDp7LJKw31a+w+t0G5PA8rbDekDM77nmswQRBwPjsXntZbJPpazzNvvWxktzkTPaJBT7HKjUyLLNj5/N5H5GL12+y7fk5YPt/+h2rFE1rwDcP547Ixbmzfb1ifXncltnfNZt9a+YiFo/+D2H/HlfTzefO6fMUkYdjF8dKWPL12HDxe4knX7dAFayE70+shoycxHAF68trrzw+n8Ny8XiHueN1qC2ZymPSt2RKmtY6Y0wDrG+gFbHeiI4BSyT3U5opF7KNnAzHaiEpi9WadAWIxvqmvg/YJvnoU2SMqYV1aawy1rfyKKyWqpVizcrhNrbWoTZYLWdBWK0h+4Cl+XmMShU0tu4hKS3rIySfVT7c8V7iScaY8liz99TEap0thpW0XsR6T9tJAX58mdEkU3lMVkmmUkoppQo2r+qgrpRSSimlCgdNMpVSSimllNNpkqmUUkoppZxOk0yllFJKKeV0OvBHuU1+62oqpZRSquDwy34TpZwmAPsC0mmV4mox5ZJuiUYppZRSLqMtmR5km3O5V0hIiSerVnX3NKxKKaWUUvmze/e6MyJSztE6TTK9QIMG4TJ6tMdmMFRKKaWUypNOncw6EQl3tE4H/iillFJKKafTJFMppZRSSjmdJplKKaWUUsrpNMlUSimllFJOp0mmUkoppZRyOk0ylVJKKaWU02mSqZRSSimlnE6TTKWUUkop5XSaZCqllFJKKafTJNODjDG9jDFjLl684OlQlFJKKaWcSpNMDxKRGSIyoHjxME+HopRSSinlVJpkKqWUUkopp9MkUymllFJKOZ0mmUoppZRSyuk0yVRKKaWUUk6nSaZSSimllHI6TTKVUkoppZTTaZKplFJKKaWcTpNMpZRSSinldJpkKqWUUkopp9MkUymllFJKOZ0mmUoppZRSyuk0yVRKKaWUUk6nSaZSSimllHI6TTKVUkoppZTTaZLpQcaYXsaYMRcvXvB0KEoppZRSTqVJpgeJyAwRGVC8eJinQ1FKKaWUcipNMpVSSimllNNpkqmUUkoppZxOk0yllFJKKeV0mmQqpZRSSimn0yRTKaWUUko5nSaZSimllFLK6TTJVEoppZRSTqdJplJKKaWUcjpNMpVSSimllNNpkqmUUkoppZxOk0yllFJKKeV0mmQqpZRSSimn0yRTKaWUUtkaPLgjgwd39HQYqgDRJNNLnDp1mBMnDng6DKWUUkopp/DzdAAKQPj99085deoQXbs+Qtu2vfHx0fxfKaWUUgWXZjJOZowJN8bsN8aMz+k+0dFRHD++n6SkRGbP/oHvv3+TqKiTLoxSKaVcQy+pKqVSaJLpRMaYF4BfgTK52S829pzd/cjIrXz55SBWr56DiDgxQqWUUkop99Ak00mMMTWATkBr4Fw2m2dQJl1aGh8fx7RpXzFu3FAuXDjjlBiVUkq5j4iQkBDv6TCU8hjtk+k8R0SkD4AxJlc7lixZEriaaJ49e3Xd3r0bGDHiWXr0eJzw8FtyfWyllFLuderUYd5++w52714HQPHiJRk1agU1ajSy227HjtX88MPb+Pr6AlZSmpiYAEBgYDBVq9bnppvu5Lrr2qbuIyKsWTMXf/9AmjXrlKf41q9fxPffv8mlS9EkJSUycuQySpYsl6djKZWVIpNkGmPaAOOA+kAtETngzOOLSFJe9y1btizvv/8+I0aM4PTp05QpY59oXrlymalTR7JlyzLuuGMQpUqVd0bISimlnGzXrrUMHNgSgI4d7yE0tAzTp3/LkCFdmTjxoN2gzmPH9rF27bwsj/fnn5/TokUX/vvfaQQHF2PBgl/47LOnMMbw7rtTaNmya65jPHRoJ9u3/4uvrx9+fgFER0dpkqlcotBfLjfGBBtjPgP+wUowc7Nvd2PMfGNMlDHmkjFmvTFmkDHG6c/b9ddfz6hRo7jlllsAq1Uz/SX0vXs38MUXz/Lvv7O0r6ZSSnmZqKiTqQnmb78dYOjQPxgw4GN8ff2Ijo7i1KlDdtt37nw/CxcmceONvQAwxoe5c+NYvFiYNSuG//znGwICgtm8eSkffvgIYA0UFUlGRLh8OTpPcfbp8wy//RaJn19AaiuqUq5QqJNMY0wdYCNwF3BrLvd9FZgNxAG3AM2A+cBIYJoxxumtwCEhITz//PMMHTqU0qVLA477ak6f/g1jx77O6dNHnR2CUspNRIS9ezexdOlU9uzZoF8cC4EPPngIgHHjtlGxYg0A9u/fgr9/IElJiYSEhGbYx8fHh9BQ643emKvdrYKDi3P77QMJCSlOQsIVVqyYQWzsRXr3fprHHnuXp5/+hJtuujPPsfr5BeR5X6VyqrBfLr8WWAi8IiIXc9qf0RhzE/ARsB24U0QSbKteNcaUAp4EXgXed37IEB4ezldffcV3333HwoULHfbVPHBgGyNHPsfNN9/PTTfdga9vYf9TKlV47N27iSefbGq3rE2b2/nvf6dmqJH78MMNOHJkd2qr05UrsXbrq1SpS69eT9Gnz7MEBgYDEB9/he++e4O4uMsMHPh/hISUcOnjUXDhwlnWrVtAu3Z9qFnzGs6cOYaI8PPP7xMXd4kmTToQGlo618cNCQnl/PnT+Pr6culSNJcvx9Co0Q1ER0dx+XIMxYuHpW574sRBNmxYRHx8HLVrX8+1196Yo5rLV65cZu3a+SQkXKFBg5aULl0h13Eq5Uhhz0z+FpHpedhvmO3nyDQJZorPsJLMV4wxn4tILC5QvHhxBg8eTLt27Rg1ahRnz57N0FczMTGBefN+YvPmf7jjjueoVi1XvQGUUh6wZctynn++HQAvvzyWevWa88or3VmxYjr//DOZjh3vsdu+SZMOREefJSbmHImJ1kjlGjUaISKcPXuMo0f3Mnr0q0ydOopRo1ZQtmxl5swZz19/fU1ycjJly1bmkUfedvvjLGpWr54NQN++Q+jc2Y/kZPtu+m+++XOujxkdHcXp00cACAsrR1TUCZ56qgUA/v6BvPzyWLp2fRgRYezY1/ntt4/t9q9QoQY//7wHPz//TM9x+XIMAwY0t1t2113P8/TTn+uldJVvhfpyeV4G4xhjygEdbXcXOjjmLuAIEEouL8HnRUqrZrdu3QDHfTVPnDjAt9++zMyZYzO0ciilvMeFC2dSE8zJk49z221PUL9+cypVqgmQOho5rZdfHsNff51JTRQaNmzJ+PHb+fHHHcyceYH3359OYGAwp08f4f33rcu1FSpUxxgffH39qFy5jnseXBE3f76VRDZq1IqaNa+1W+fn509gYEi2xxARRo0azBdfDGL48Hvp3bsMCQlXCA4uwfDhk6hatR6PPjoUX18/fHx8U7tYTJo0gt9//wSATz+dz+DBXwNw7txJ1qzJemBRii+/XMann87H19ePyZO/5LvvXrdbn5SUyLlz1iQh8+ZNICkpMUfHVUVboU4y8ygc63lJAPZlss1O28+W7gioWLFiDBo0iPfff5+KFSsCGRNNEWHFiumMGPEM27evckdYSqlcGjnyBQDGjt1A6dLW/3J8/BUiI7fh7x9IxYq1Mt03s+4+N97Yk8TEBJKTk9iyZSlxcZdp3fpWPvtsAR99NIsuXR5w/gNRGaxZM5eSJcvj6+vH999vYvFiYdGiZAICgvD19WPFihnZHkNEmD79G6ZN+4qIiD8B6NHjCcaP30ajRq0ICSlBv37DCAoqhkgyAAkJ8Ywb9w4iVgtkixZdaNq0I4GBIfj4+FK9eoMsz1msWChffbWS665rS4sWXRg0aAT+/oFMmTIytUbz4MEdeeyx6zh0aCebNi3hww8f4bHHrsvnM6aKgsJ+uTwvUr72n5aU/+KMjqfbNteMMQOAAQDVq1fP0T4pI9B/+eUXpk2bRpky1rfYtJfQL1w4w88/v0ejRq3p1espLUuhlJe4ciWWhQt/pV695tSp04TIyK3ExJxj9erZxMfHEhxcgk6d7s31cY0x+PsHpF5KT0xMYN26hZw7d5Lo6LOUKVPJrivNqVOHWbz4d44fj6Ry5dq0bduHKlWyfitLSIhn6dIpbN++iqCgEJo06UDz5p31cqpNyiXtu+56wW55cnJSaovfhQunsz2Ov38gf/55lLCwrCeNS/uFY9++TRjjQ3BwMa67rj1gdaf4/fdDGGNy0A/U2PXpr1OnKQEBQYgIW7Yso127PgCUKlWBQ4d2pm5XqpT221TZ0yQzo5Thf1ldd75s+xmWdqEx5negAVAZuN0YsxH4U0QyDBASkTHAGIDw8PAcDysNDAzkscce46abbmLUqFHs378/Q19NgB07VrFv3yY6d36ANm166cAgpTxs8+alADz44Bs891w7tm1bYbf+3XenUKJEqVwfd9eudSQlJWGMoV695pw8eZCXX+4CgK+vH/36DeOhh94EYObMsXz22QC7/b/55mX++99ptGvX2+Hxjx3bz/PP38TZs8dSl/3yywc0bdqJzz9fqBNEABs3LgHIUBx9z54NBAQEYYyhSpW6Ljl3bOzF1L9BQEBQ6vLsEtXMpCSYIsmp3a9GjIhg3rwJbNq0JHW7Hj0ez0fUqqjQy+VOJCJ9RaSpiASISGnb7y4ZgV6vXj0+//xz+vfvT0BAgMO+mvHxccye/QNfffUfDh7c4YowlFI5tGrVLMBKRNq3z1h65uTJgzk6zsGDO3jrrTt4880+DBjQnIEDw4mPj6VUqQq8885EqlVrwEsvjSEgINhu8MnGjRGMHPk8AK+88gMLFlwd0/jTT+86PFd8/BVeeqkLZ88e4/rr2zNjxnluu+0JjPFh27aVHDu23277otpvL2XQT7Fidu0OTJv2FXFxlwFDeHjui6bnRI0ajYiPj+PKlTgOHtyeulxEePfd+1i2bFqujnfiRCQiQnJyMrVqNU5d3rnz/VSv3pAmTTrw+us/0bnz/c56CKoQ0yQzo5TqtsFZbJPSg/uCi2PJkq+vL3feeSdff/01LVpYIw4zGxg0evQrTJr0BRcvejRkpYqsKVO+BCA0tDT33vsSixcLixcLN910BwDTp3+To+PExl5k+fJprFjxF3v2bCA0tCz9+7/LhAm7qVSpFgEBgfTs+SQlS5YjbenNr79+ifj4OKpWrc+tt/bH19ePJk064OvrR3j4LQ7PtWTJn5w/f4qgoGI899yXFC8eRsuW3fD19SMsrAxly1a2237hwt/s+u0tXPhbHp6pgmfBgl8AmDz5i9TBOGvXzmfu3B/x8fHhhRdGERSUceCPiHDhwhm7VuLDh3cRHx+X6bmsKgMJqb+HhZWjefPOJCUl8vvvn3DhgnVZa+HCX1m8+HcuXcrqPV+4dOkCa9fOB6wvCRMnfkJsbAy1al1L7dpX+136+vqlXiLv2vVhvTqmckRfJRmlDPYpZ4zxyaRfZqV02+aJMaYX0Ktu3fxdRqlQoQJDhw5l2bJljB07lnPnzjm8hL5+/QJ27PiXW255mFatuueofppSKv9iYy8hInTr9miGdZcvxwCkDrLITrVqDfjpp53Zb5hGYmIC+/ZtAqBx46vzYH/2mdV3M32ymGLFihnExV3C19cvNeHo0OFumjTpQEhIKAEBgXbb33LLQ6kz06TcL+zOnLmaIM6cOYaZM8dQokQpYmLOAdC//3C6dn3Y4b6zZ4/jk0+uXnZOSIjnueesv8/ixRl7UW3cuIT//Kdj6v2vvhpMZOQWXnttPM8+eyPHju2jT5+yqesDAoLo1Om+TGNPuRz+3Xdv8N13b6QuL1OmMu++OyWLR61UzmiSmdE6IBnwxxrYs8fBNg1tP9fk50QiMgOYER4e/mR+jgNWR/CbbrqJ5s2bM2HCBGbNmuVwYFBs7EWmT/+Gdevm06vXwGxHHiql8i+l/2XK9IEpkpOT2bnTehupWtV1dW6vXInFmg03ieDgYqnLfX19M00wgdRWMKtkztUvpZkNKEwp45P2fmYJVmGR0k9x1KgVbN26nG+/HUJMzDlatuzOE0+8T/36zTPdt0GDcG699THSdmsVkUzLTlWpUoeePZ9M7QYhIrRr14eSJcvx3XebmD79G2bOHENU1EnuvPM5HnzwjQxfBFKEhZXlzjufp3v3fqxdO5+xY18nNLQ0ffsOoXfvp7WAv3IKTTLTEZFTxpglQCegM+mSTGNMA6AqEAPMcX+EWStWrBgDBw6kc+fOfP311+zdu9fhjEFHj+7l229fpnnzLnTv/ijFi5f0SLxKFQXr1i0AMg7GWLduAcnJSQQFFaNnzwGOdnWKYsVCCQ4uxsWL59m3b7Pduo0bI1iyZBIvvDAqw3716zdn/fpFiCQTFXUydSaY2NhLfPHFs9x//6vUqNEodfvOne/nl18+oFSpCvTo8XiR6LeXklg3bNiSa6+9kb59X87xvnXqXM8rr3yf4+3LlavKSy+NcbguOLgYffu+nOPz+/sH8NxzXwBQr14z7r//lRzHoVRO6fVSx4bbfg5yMEf5S7afn4jIZbxUvXr1+Oyzz3j66acpVsxquUjfVxOsS+iffz6Qf/6ZQkJCvJujVKpo+PPPzwGYM2d86rKLF8/z6adPEhd3iZo1r0ntm+lIfPyV1H548fFxJCVlP89EcnKy3c/evZ/B3z+QHTtWpZaiiY+/wn/+04lp075yeIxbb30cPz8/RIQ//vg0dfnkySOYO/fHDJf4i2K/vVWrZlGyZLki8ViVyq1Cn2QaY8oZYyoaYyqmWexoWSoRWQK8iTX3+VRjTHNjTH1jzEdYU0rOAj50efD55OPjQ48ePfj222/p3Lkz4HhgUFzcJebMGcdnnw1gzZp5OfoAU0rlTFzc5dRR1nPn/kjfvjUYOfJ5evUqxalTh6hatT4ffvh3pn2kH3vsOrp1C0otvn3y5EG6dPHj448fc7j93r0b6dTJcObMEUAYN+4dXn65K4888g61ajUmIeEKjz7aiEGD2tKtm1Xy5p13fnd4rCpV6jBw4KckJiby+++f8uCDdbn77ip8//1bVKxYi+uua5fPZ6dgS/m7PvTQWx6ORCnvVBS+eq0BaqRbtjrN7w6LvInIB8aYDVgtl4uw+mjuBl4AvsrLlJXpOWvgT3ZKlizJ4MGD6datG9988w2RkZEOL6FHR59l6tSRLF06hVtueZjGjdtoDTyl8mnbtpUADB36B5s3/8PUqaOYMmUkAP36Def++1+xq2+YXr16zblyJdauj1xMzHkqV67tcPugoGJUqVKXoKBiGGO4fNkaKRwQEMjIkcuZOPH/+Omnd1P7iX7wwQxuvLFnpufv0+cZqlVrwDffvJQ6eKhXr6d45pnPi/z7g6+vH3PnxuHvH+DpUJTySkYkx3XAlYuEh4fL2rVr3XKupKQk5syZw4QJE7h06RKQcRR6iipV6nLLLQ9Tr16zIv9holReffPNy/zxx2f89dfZ1NlXkpOTC211h8GDOwJWAW9VuOjfVjnSqZNZJyLhjtYVznc5lSlfX19uu+02Ro8eTbdu3TDGOLyEDtbgoPHjh/Ldd29oMXel8mjSpP8B2E3vV1gTTKWUSkvf6YqosLAwBg0axFdffcUNN9wAOO6vCRAZuZXRo1/hxx/fzTDDh1Iqc8nJySQnJzusj6mUUoVdUeiTqbJQrVo13nzzTXbt2sVPP/3E5s2bHfbXBNi1aw27dq3huuva0aXLg5QrV9Xl8Z09e5x16xawbdsKYmMvEh7elVtueUgv36sCwcfHh08/XUDduk08HYpSSrmdJpke5K6BPznRoEED3nvvPTZu3MiECRPYs2dPpsnmli3L2Lp1OU2bdqJz5/spXdrhIP08i429xLZtK9iwYRGRkVvt1kVE/EFwcPEsy70o5U1atOjs6RCUUsojNMn0IGfO+OMMxhiaNWtG06ZNWblyJT///DOHDx92mGyKCBs2LGLTpiW0aHELN9/cl7Cwso4PnAMJCfHs2bOeTZuWsGPHqtSagI4sXPgbzZrdTPHiYXk+n1JKKaVcS5NMlYExhjZt2nDDDTewePFifv31V06dOuUw2UxOTmLNmjmsX7+AVq1upUOHu+0GOGTFSiw3sHXrcrZv/5f4+NhMt007F3t8fCzz5//MHXc8m9eHqJRSSikX0yRTZcrHx4fOnTvToUMH5s2bx++//05UVJTDZDMpKZGVK2ewZs1cWrfuQYcOdztsabx8OYZdu9ayffu/7Nmznvj4uCxjSDsQKW2iuXbtXFq3vjXTWoFKKaWU8ixNMlW2/Pz86NGjB507d2bWrFn8+eefxMTEOEw2ExPjWb58GqtXz+bGG3tx0013EBMTxa5d69i9ey0HDmxPnbkkM+lHuJcoUYKYmBi7ZSLCjBmjGTDgIx0EpJRSSnkhTTJVjgUGBnLHHXfQvXt3pk+fztSpU7l06ZLDZDMh4Qr//DOJf/6ZlKNjp08sQ0NDuemmm7j55pupV68e06ZN44cffrBrzTx4cDsbNiymefObnfDolFJKKeVMmmR6kDeNLs+N4OBg+vbty2233cbUqVOZPn06cXFxmY5Gz0z6xDIkJITWrVvToUMHmjRpgp/f1Zdnr169mDt3LkePHrXbZ/bsH2jUqBXBwcXz85CUUkplQ2f6Ubml00p6AXdOK+kK0dHRTJ48mb///psrV66kLk+fbDoq9F68eHFat25NmzZtaNasGf7+/pmeZ+PGjbz99tsZjh0e3pU773wuX49BKeUcOvWgUkVLVtNKakumyrfQ0FD69+/PHXfcwaRJk5g9ezbx8fEOk0qA8uXL07p1a1q3bs21115r12KZlaZNm9K2bVuWL1+ebhDQPJo160StWo2d9IiUUkoplV+aZCqnKVmyJE888QR33nknkyZNYs6cOSQkJODn50ejRo0IDw+nZcuWVK1aNc+DdZ588knWr19PbKx9uaPJk7/k+edHEhAQ6IyHopRSSql80iRTOV3p0qUZMGAADz30ECdOnKBSpUoEBwc75dhlypThkUceYfTo0XatmVFRx1mw4Bd69HjMKedRSimlVP74eDoAVXiFhIRQu3ZtpyWYKW677TYaNWqUYfny5dM4cGC7U8+llFJKqbzRJFMVOMYYnnvuOfz9/e36fYoIkyb9L9sC70oppZRyPU0yPcgY08sYM+bChQueDqXAqVatGg8++CBgP2o9KuoEM2aM8VBUSqkRIyJ0ZLlSCtAk06NEZIaIDAgLyzj9ospenz59aNCgQYbl69bNZ+vWFR6ISCmllFIpNMlUBZavry8vvvgigYGBGcolTZ06kgsXzngmMKWUUkppkqkKtsqVK/PEE08A9pfNY2Mv8ttv/0dSUpKHIlNKKaWKNk0yVYHXrVs3WrduDdgnmocO7WD+/J89FJVSSilVtGmSqQo8YwwvvPACZRxMMfTPP5PYuXONB6JSSimlijZNMlWhUKJECV5++WWMMRn6Z/7xx2ecPXvcM4EppZRSRZQmmarQaNy4MQ899BBgf9k8Lu4Sv/zygdbPVEoppdxIk0xVqNxzzz2Eh4cD9onmiRMHmDz5S0TEQ5EppZRSRYsmmR6kxdidzxjDiy++SPny5TOs27JlKV9//RLbt68iKSnRA9EppZRSRYfRlh3PCw8Pl7Vr13o6jEJl//79DBkyhPj4eM6ezbg+OLg4jRu3pWnTjtSseS3GGPcHqZRSShVwnTqZdSIS7midJpleQJNM11iyZAmffvopgMNEM0VYWFmaNOlI06YdqVixhpuiU0oppQq+rJJMP3cHo5S7dOjQgQMHDjBp0qTU/pmOks0LF87wzz+T+OefSVSsWNOWcHYgLKysewNWSimlChFtyfQC2pLpOiLCzJkz+e2334iJibFbl1XrpjGGWrWu45prbqBkyXL4+vrj52fdfH39bD/t7/v5BeDvH6CX3pVSShUZerncy2mS6XqJiYls2LCBiIgIVq1axZUrV+zWZ5Vw5kaJEqXp2vURWrTo7JwDKqWUUl5ML5erIs/Pz4+WLVvSsmVL4uLi+Pfff4mIiGDDhg0kJyfblTvKT8IZExPF5MkjiI+P48Ybb8t/4EoppVQBpUmmKnKCgoLo2LEjHTt25MKFCyxdupSIiAh27doFkGX/zZyaMeNb/Pz8admyqxMiVkoppbzHxYvnWbduAe3b35XldppkqiItLCyMnj170rNnT44fP05ERASLFy/m+PHjGaanzIm0iem0aaPw8fGhRYsuzgtYKaWU8qAzZ44xfvwwoqKOc/lyTJbbap9ML6B9Mr2LiLB7925WrlzJ8ePHSUxMJCEhwe6WflnagvppE01jDHfe+bwmmkoppQq8ffs28+uvHxEbezW5XLlypvbJVCqnjDE0aNCABg0a5HifpKQkPv30U5YtW0aZMlcTTRFhypQvSU5O1kvnSimlCiQRYdmyacyZMx6R5NTl2V3x0yRTKSfw9fXlpZdeIjExkX///TdDojl16kgSExN0MJBSSqkC5fLlGCZNGsHOnavtluekS5nOXe5BOnd54eLn58err75K69atgYz/gDNmfMuSJZM9EJlSSimVexcunGH06FczTTArVKiQ5f6aZHqQiMwQkQFhYWGeDkU5iZ+fH6+99ho33HADkDHRnDt3PPPmTUD7QiullPJmx47t55tvXub06cN2y1M+1xo3bsxnn32W5TE0yVTKyVJaNNu1awdkTDQjIv5g+vRvNdFUSinllbZsWcbo0a8QHW1fyy/l86x3797897//JbtGMu2TqZQL+Pn58fLLLxMQEMCiRYvs+mgCrFo1i4MHt3PDDbdRp04TSpeuqNNRKqWU8qjExATmzv2R5cv/slueklyGhITw4osvpnYLy46WMPICWsKo8BIRvvnmG2bPng1kXuA9LKwsdeo0oW7dptSp04QSJUq5MUqllFJFXXR0FBMm/JejR/faLU9JMEuVKsWwYcOoXbu23XpjdO5yr6ZJZuEmIvz0009MmjQJyNlMQuXLV6du3aY0atSa2rWv01ZOpZRSLnP69BHGjRvK+fOn7JanJJg1atTgnXfeoXz58hn21STTy2mSWTRMmTKFcePGpd7P6bSVdes2o0+fZyhduqKLIlNKKVVU7d27kV9//Yi4uEt2y1MSzDZt2jB48GCCg4Md7q9JppfTJLPo+Oeffxg7diznz5/PsC6rpNPPL4DOnR+gXbve+PpqV2qllFL5IyL8888U5s370W4gakpy6efnx6OPPkrv3r2zvJqmSaaX0ySzaImPj2fnzp1s2bKFTZs2sXv3bpKSkjJs5yjprFixJn36DKJ69ZzPRqSUUkqldfHiBSZP/oJdu9bYLU9JMENDQ3nnnXdyNPOdJpleTpPMoi02NpZt27axadMmNm7cyIEDB+zWp082jTG0bNmdbt0eITi4uPsCVUopVeCdPn2EH354hwsXTtstT0kwK1WqxLBhw6hcuXKOjqdJppfTJFOldeHCBVatWsVvv/3GmTNnAMetmsWKhXHrrY/RrFknHRiklFIqW5GRW/n55w+IjY2xW56SYF5//fW89tprlChRIsfH1CTTy2mSqRyJjY3l559/ZsaMGan9ZRwlm8HBJahV61qqVWtA9eoNqVKlLgEBQXbbiAjnz5/m6NG9HDu2j+PHIwEID7+Fa6+90eWPRSmllOeICKtXz2HGjNEkJ1/tnpV2spA77riDRx99FF9f31wdW5NML6dJpsrKnj17GDVqFPv3709dltUgIWN8qFSpFpUr18HX14/Tp49w/Ph+YmMvOty+S5cHufnm+5wdtlJKKS9w5Uosf/31DRs3LrZbnpJglihRgsGDB9OqVas8HV+TTC+nSabKTlJSEjNnzuTnn38mLi4OyHkJpJzo2PFebrnlIb3srpRShciJEwf4+ecPiIo6brc8JcGsWLEi7777LpUqVcrzObJKMnXucqUKAF9fX3r37s23335L27ZtAetNIu0tNxzNpz579jidT10ppQqJvXs3MXr0q5kmmI0aNeLTTz/NV4KZHW3J9ALakqlya926dUyePJkdO3aQmJjocJuUls6sEtD0raEtW3and++n8fHR759KKVVQrVo1O0P/S7j6edC9e3cGDBiAv79/vs+ll8u9lDGmF9Crbt26T+7Zs8fT4agCKCEhgf3797Nz50527drFzp07OX36tMNtAwICqF27NrVr12bhwoVcuXIFyJhoXn99e+655z9a9F0ppQqY+PgrzJgxmnXr5tstT0kuAwMDeeaZZ7j55puddk5NMr2ctmQqZ4qKimLnzp3s378fEaFGjRrUqlWLKlWqpLZQigjjxo1j6tSpQMZEs379Ftx33ysEBYW4O3yllFJ5cOLEASZO/IRTpw7ZLU9JMKtWrcpbb71FlSpVnHpeTTK9nCaZyhNEhF9//ZWJEycCGRPNYsXCaNeuD61a3UpwcDEPRKiUUiontm5dwR9/fEpiYoLd8pQEs3Hjxrzxxhu5qn+ZU5pkejlNMpUnTZ06lR9++AFwPGI9MDCE1q170KZNL0JDS7s5OqWUUpkREZYuncrcueMzDNxMSTC7devGwIED8fNzTRcoTTK9nCaZytPmz5/PyJEjEZFMSyP5+vrRvHkXOna8h1Klyrs3QKWUUnbi4+OYMmUkmzf/Y7c8JbkMCAjgqaeeomvXri6NI6skU3v2K6W45ZZbKFasGJ9++illyliXW9Inm0lJiaxZM4dNmyLo0eNxWrbspnU1lVLKA44fj2TixP/j9OkjdstTEszq1aszZMgQatas6f7g0tCWTC+gLZnKWxw+fJjffvuNZcuW2V16cdS62aBBOHfc8ZxeQldKKTdauXIms2Z9T1KSffm6lASzZcuWvPLKKwQFBTnY2/n0crmX0yRTeZvjx48zZcoUFi5cSELC1Y7k6ZPN4OAS9O79NNdff5ObI1RKqaIlKSmJv//+jn//nZlhXUqC2bt3bx577DG31jrWJNPLaZKpvNW5c+eYPn06s2fP5tKlS4DjVs3SpStRt25TjDEkJSWSnJyEr68/des2pXHjNnpZXSml8uHSpWgmTvw/9u3bZLc8bf3LQYMG0bFjR7fHpkmml9MkU3m7S5cu8f333zN//tUCvzmdO71duzvo0eMxF0WmlFKF24ED2/n990+4cOGM3fKUBLNGjRq8+uqrVKtWzQPR6cAfpVQ+FStWjOeff57WrVszcuRILly4QJkyOUs0ly2bSqlS5bnxxp6uD1QppQqJpKREFi2aSETEH5mWJ+revTtPPvkkAQEBHogwe5pkKqVyrHXr1jRs2JCvv/6aFStW5Hhe9JkzxxAWVpZrrrnB9UEqpVQBFxt7id9++4i9ezfaLU95zzXG8Pjjj3P77bd7dXck9/UMVUoVCmFhYbz22msMGTIky9kj0iagIsLEiZ9w8OAON0SolFIF16lTh/nmm5cyTTBLlCjB8OHD6d27t1cnmKB9Mr2C9slUBdXly5fZuHEjJ0+exNfXN/X2/fffExcXB9i3aAYFFWPAgI+pWLGGhyJWSinvtXFjBNOmfUV8fJzd8pQEs1GjRgwZMoRy5cp5IDrHdOCPl9MkUxU2SUlJvPfee6S8rtMmmiEhodxzz4vUr9/c67+FK6WUO8TGXmLGjNFs3Lg4w7oyZazL4/fffz/33nsvvr6+Hogwc5pkejlNMlVhFBcXxxtvvMGePXuAjIOEKlasRZs2vWjSpAP+/t7ZaV0ppVzt2LH9TJjw30xHj4eEhPDKK6/QokULD0SXPU0y3cAYUxn4EmiM1dd1CfCSiERnt68mmaqwunDhAq+88grHjh0DHI9GDwkJJTy8K82b30z58o5LcCQkxCOSjDE++Pr6ubXQsFJKucrmzUuZPPkLEhKu2C1PSTCrVKnCm2++6bHyRDmhSaaLGWOCgA3AcmAA1qj9GYCPiNyS3f6aZKrC7NSpUwwZMoSoqCgg67JHlSrVpmnTjlSqVJtz505y8OAODh7cztmzx+y2M8YQGlqWm2++j5Ytu7oyfKWUcrrExARmzx7HypUz7JanHTDZvn17Bg0aRHBwsJujyx1NMl3MGPMs8AVQSURO25Y1B9YB3UVkblb7a5KpCrsjR47wwQcfcPjw4dRlOS3mnp22bfvQo8dj2r9TecSMGWNYtmxqputvvLEnffo868aIlLc7ceIAf/zxGSdOHLBbnpJgBgcHM3DgQDp16lQg3teKfDF2Y0wbYBxQH6glIgecfIo+wLaUBNNmAxAN3AlkmWQqVdhVrVqVL7/8kpUrVzJ9+nR27txp9409Pwnn8uXTiI4+y913D9a+ncrtli//i9Wr52RYboxBREhIiNckUwFWKbfly/9i7twfSUpKtFuX8n5Ys2ZN3n77bcqXL++BCJ2vULdkGmOCgfeAF4CU4Vg5SjKNMd2Bl4AWQCCwC/gB+FpEktNtexxYJSJ90i3fDFwUkTZZnUtbMlVRs2fPHmbMmMHSpUtJTLR/s02fcGZW8D39dpUq1aZnzyepVq0Bfn7+ToxWqcydO3eKo0f3cvbsMaZOHcW2bStJTIwnJCSU996bRo0ajShduqKnw1QeFh8fx9Spo9i0aUmGdSnvce3ateOFF14gKCjIzdHlT5FsyTTG1AFmYSWItwLzcrHvq8BHwEzgFiAGeBwYCXQ1xtwpImk/GcvYtkkvGvCeYlZKeYl69erx4osv8thjj7FkyRKWLFmSOgrdUVJpjCEgIICkpKTUpDT9tJbHj+9n7NjX8fHxpVy5qlSqVJs6dZpQr14zQkNLu+NhqSKoVKnylCpltTrFxJxj5841JCbGU7x4SZo16+Th6JQ3OHnyEL/++hGnTx+2W57yXufn50f//v3p1atXgbg8nhuFNskErgUWAq+IyMWc/uGMMTdhJZjbgTtFJMG26lVjTCngSeBV4H3nh6xU0VKyZEl69+5N7969OXr0KBEREaxevZro6GgqV65Mw4YNueaaa2jYsCHFihUDrEtOf/zxBz///LPD+dOTk5M4efIgJ08eTK05V758derXb8H1199ElSp1C90buVLK+4gIK1bMYO7cH0lMjLdbl5JgVqtWjZdffpnatWt7IELXK8xJ5t8iMj0P+w2z/RyZJsFM8RlWkvmKMeZzEYm1LY8CHM2vVwJw0vAGpQq3KlWq8OCDD/Lggw9muZ0xhr59+1K+fHm+/PJLypRJzLZP56lThzh16hDLlk2ldOlKNGnSnubNO1OmTCUnPgKllLKcO3eKP//8nAMHtmVYl5Jg3n777Tz66KMEBBTevuSFNskUkaTc7mOMKQd0tN1d6OCYu4wxR4CqWJfgp9hWbQFqpjuWAWoAv+c2DqVU9jp16kSZMmX44IMPgEsZ1meWeEZFHWfx4t+JiPiDxo3bctNNd1K1aj3XBquUKjL27t3Ib7/9H7Gx9r3oUpLLgIAABg0aRKdOhb87RaFNMvMoHKuQegKwL5NtdmIlmS25mmROA0YYY8qKSErJ/qZAWJptlFJOdv311zN69Ghmz57Nzp07iYyMTK3Hmb5vZ/qkU0TYsmUZW7Yso1atxlx/fXuuueYGSpQo5abolVKFSVJSIgsW/Mo//0wi/aDqtJfHX331VWrUqOGBCN1Pk0x7dWw/T6cfQZ7G8XTbAnwPDAI+MMYMxHpePwAWZFcjUymVP2FhYdx3332p96Ojo9m7dy+bNm1iw4YNREZGAmRZMikyciuRkVuZPv0bKlWqTUhICQICgggICMLX1x9//wB8ff3x9fXD19eXgIBg6tVrRuXKhbMflVIqd06cOMikSf/j2DH79qm07zs9e/akX79+BAYGujk6z9Ek016o7WdsFttctv0MS1kgInHGmC5Y00pux2oN/QerBJJDxpgBWLMDUb169XyErJRKKzQ0lObNm9O8eXP69+/P+fPnWbVqFf/88w9btmxBRFLf+B21bqb/kMjMvHk/0rPnAG68saeTH4FSqqBITk4mIuIPFi/+PdPal2XLluU///kP119/vQci9CxNMp1ERI4Cd+Vi+zHAGLDqZLoqLqWKupIlS9KtWze6detGVFQUixYtYsaMGURFRWWabOaEiDBjxmj8/QMJD8929lilVCETHR3FH398xv79mzOsS3lvadKkCUOGDCEsLCzDNkWBJpn2om0/s5ooNMT284KLY1FKOVnp0qW5++676d27NxEREUyZMoUjR45kWvA9M2mT0qlTR+Lr66c1EZUqQrZvX8XUqSO5dMk+FUh5L/Hx8eGBBx7gnnvuwcfHxwMRegdNMu2lXCcrZ4zxyaRfZqV02yqlChh/f39uueUWunTpwt69e1mxYgUrV67k6NGjOdo/bX1OEWHSpP8RHFychg1bujBq5U0SEuKJj4+jWLHQ7DdWhcblyzHMnDk2tQZvWikJZtWqVfnPf/5D/fr13Ryd93F5kmmMuRlrWsfJIvKTq8+XT+uAZMAfa2DPHgfbNLT9XJPfkxljegG96tatm99DKaXywBhDvXr1qFevHo888ginTp3izJkzxMXFceXKFeLi4khISCA+Pj715y+//AJkTDT/+OMzBg0aoVMIFgHr1i3gzTd7k5SUwIMPvkG/fsM8HZJygy1blvHXX99w+XK03fKU5NIYw9133819991XqGtf5obL5y43xvwJdAPiRaSsS0+WdRwpDzTLucuNMYuATsDTIvJtunUNsEoYxQAVReSyg0Pkms5drlTBkZiYyEcffcSqVasA+0vnlSrVZuDAT/D31w+Ywuypp8LZvXsdAL6+fsydG4uvrx9//PE5Y8e+TmJiPNWrN+LHH7d7OFLlDPHxccycOZa1azPOTp2SYJYsWZKXXnqJpk2bujc4L5DV3OXu6ChwGqv+5G1uOJczDLf9HGSMSd/SmzJa/BNnJZhKqYLFz8+PV199lWbNmgH2JUqOH9/PX399naFGnipcgoKKpf5evHhJfHx8AVi9eg6JifH4+fnTpEl7T4WnnCgychtffvl8hgSzTJmr//stW7Zk5MiRRTLBzI47ksxoQERklRvOZccYU84YU9EYk/b6laNlqURkCfAm1tznU40xzY0x9Y0xH2FNKTkL+NDlwSulvJa/vz9DhgyhfPnyGdatX7+QWbO+10SzEOvT59nU3x988A2SkhJZsmQyW7YsAyAgIJiHH37bU+EpJ4iNvcjUqV8xduxrREUdt1uXklwWK1aM559/nrfffpuSJUu6P8gCwB2Xy4OB8cAYEckwVaOLz30Aa2pHh0TEZLHvrVgtl+FYfTR3A+OAr/IyZWVW9HK5UgXTnj17ePXVV0lISMhQBqlp007cddfz+Prq+MrCRkT4/vs3+eUX+/YGYwxly1bhgw9mULduU88Ep/Jt+/Z/mTp1VIaR43A1wWzTpg1PPfUUpUuXdnN03iery+XuSDL7Aj8AQViFyhfbbktEJMqlJ/dyaQb+PLlnj6MxRkopbzd//ny+/PJLIGO9zbp1m3LvvS9TvHjRrJFX2B04sJ2FC38lMnIbJUuWo1Wr7tx4Y0/tk1tAxcZeYtas71m3bn6GdWnnHX/yySfp1q0bxmTaTlWkeDrJ/Af4HagCtAVaAwFYo7i3AouA30Qk36O1CyptyVSqYBs3bhxTpkwBMiaaoaFluP/+V6lRo5EHIlNKZUdE2LFjFdOnf0t0tP0/cNo+1w0bNmTw4MFUqVLFzRF6N08nmT8BT4hIvO1+EFayeTPQEWgJRIlIka37oUmmUgWbiPDnn38yYcIEIGOiaYwPbdv2pnPn+wkMzGquB6WUO509e5yZM8eya1fGdq6UBDMoKIhHHnmE2267rUgXVs+Mp5PMBsArWDPk/J5+AJAxphhWOaAiW9xck0ylCoe5c+fy1VdfpQ76SZ9slihRmq5dH6Zp0074+vp6IEKlFFhfDJcvn868eT+RmBhvty5t62WrVq145plnKJPbacGKEI8mmWmCqAJUEhHNptLRJFOpwmPdunV89tlnxMTEAI7nRS9duiIdOtxD06Ydtf+eUm528uQhpk4dxaFDOzKsS9t6+fjjj2vfyxzweJJpjOmCVS5pQdqpGo0xg4EvpIjW+tCBP0oVTmfOnOHjjz9m586dqcscJZvBwSVo0aILzZp1omLFmvphppQLxcVdZtGiiaxYMZ3kZPsiMWkbKlu0aMEzzzzjsESZysjTl8s/BOoCcUAJEemTZl0n4G4ReTaT3YsEbclUqvBJTExk0qRJ/Pnnn8THW5fjHCWaKcLCytGwYUsaNmxF7drXaQunUk4iImzYsJjZs3/IsixR2bJlefzxx2nbtq1+4csFTyeZv4tIX9vvw4H5IrIszfrBwGYRWeTSQLyYJplKFV6nTp3iu+++Y+XKlanLsko2Afz9A6lTpwkNG7akQYNwwsI8NiOvUgVaVNRJpk//JnUa0LTStl727NmTRx99lKCgIDdGVzh4Osn8QkResP1eEXheRN5Isz4A65L50y4NxItpkqlU4bdz504mTpzIunX2H3bZJZwAFSvWolGj1jRt2pFy5bR8ilLZiY+/wtKlU1iyZFKWA3sqV67Mc889R+PGjd0cYeGRVZLpjqkoqhtjionIJRE5YYwpmXaliMRrs7RSqrBr2LAhw4YNY8+ePcycOZOlS5eSkJBg94GXWcJ54kQkJ05EsnjxRKpUqccNN/Tg+uvb6yV1pdJJuTQ+f/4ELlw4k2F92qLq99xzD3feeScBAfp/5CruaMl8HLgbuEdELhpjvhaRZ9JtM0ZEBrg0EC+mLZlKFT3R0dFERESwatUqtm3bRlKS/UCE7Fo4UwYNtW59K2XKVHJhpEoVDKdOHeavv74mMnJrhnVpv8y1a9eOxx57jHLlyrkxusLL05fLfYEIoD4wBqghIo+kWV8fGCki3VwaiBfS0eVKKYBLly6xYcMGVq9ezdq1a1PLH6WVVdLZqFFr2re/S2cVUkVSyqjxlStnkJSUmGF92oE9Tz/9NK1atXJzhIWbN5QwKgdMBdoAAkQBu7Cml7wOuEtEZrk8EC+lLZlKqRTJycns2rWLtWvXsmbNGiIjI+3WZ5VsVq/eiA4d7qZhw5Y6OlYVeklJiaxePZdFi37LctS4r68vt99+O/fffz/BwTrjlrN5PMm0BeEL9Af6Addg9QddBbwnIkvcEoSX0iRTKZWZM2fOsHTpUiIiIti/f7/duswSznLlqtK2bW+uvbYNxYqFuiFKpdxr377NTJv2FWfPHsuwLu2l8datW9O/f3+db9yFvCLJVJnTJFMplRO7d+/m77//Th00lCKzZNMYQ7VqDahfvwV16zajatV6OveyKtDOnz/N7Nnj2LJlaYZ1aZPLSpUq8cwzz9C0aVP3BVdEebpPZlsRWe5guSmqM/2kp0mmUio3YmJiWLBgATNmzOD06dOpy3MyWKhhw5Y0a3Yzdepcr5fUVYERG3uRJUsms2LF9AwlicB+1Phdd93F3XffraPG3cTTSeZqEcnQy9YY8wJQD3hHRKJcGoSX0yRTKZUXiYmJLF26lClTpnDgwIHU5TmpvRkWVpZmzW6mefPOlC1b2XVBKpUPSUlJ/Pvv3yxc+CtxcZcyrE/betmhQwceeeQRnQ7SzdyWZBpjOgKDgGXAP8AGYLWItMxk+2rAx8AwEdnttEAKGE0ylVL5ISKsX7+eKVOmsHnz5gzrs0s6q1dvROvWt9K4cVutvam8RmTkVmbMGMOJE5EZ1qVNLhs1asTAgQOpXbu2G6NTKdyZZLYEpgBVsEaRX8Sas/wTYCmwVkSS0u1THPhKRB51WiAFhJYwUko52969e4mIiGDNmjUcO5ZxUERWCWdISCitWnXnhhtuIzS0tAujVCpzp08fZd68n9i2bUWGdWmTy7CwMPr160fnzp2164cHuf1yuTGmLtAOaA88ChispPMysBJYgtXSuVpErhhjfhWRB5weSAGhLZlKKVc4fvw469evZ/369WzevJm4uDi79ZklnD4+vlx77Y20bdubatUa6Ae4couLFy8wd+6PrF+/EJHkDOvT9ru8/fbbufvuuylWrJibo1TpebpP5hrgTqAT0BHoANTCSjqTgXPAehHp7tJAvJgmmUopV4uPj2f16tUsWrSIdevWkZx89UM8q9bNatUa0KHDPTRq1EqTTeUSSUlJrFkzl3nzfsqy36Uxhi5duvDAAw9QtmxZN0epMuPxJDN9n0xbX8xOQDhWYfYRInLepYF4MU0ylVLuFBUVxZIlS1i4cCEHDx60W5dZwlmxYk3at7+L665rh6+vnxuiVIWdiLB793rmzBnHyZMHM6xPe2m8bt26DBw4kAYNGrgxQpUTnk4y7xORiS49SQGnSaZSyhNEhJ07dzJr1iyWLVtGYuLVKfkySzZLlixP69Y9aNGiC8WLh7kpUlXYHDq0i7lzfyQyckuGdWmTy9KlS/Pwww9rv0svpsXYvZwmmUopT4uKimL27NnMmTOH8+fPpy7PLNn09fWjQYOWNG/emQYNWmjrpsqRS5eimTfvJ9asmetwfUqCWbx4ce666y569epFYGCgGyNUueXO0eU3AztFJOOQxozb3gFEi8hCpwVQQGmSqZTyFim1N6dNm2Y3jWV2o9KbNOlA69a3Ur58NTdEqQqapKREVq78m0WLfsu23mXnzp3p378/YWHaUl4QuCXJNMaUAC4A+0SkXprlxbFGmJ8GZohIrG15GHAX1mCgt0TkkFMCKYA0yVRKeZuU2pt//PEH27dvt1uXVcLZoEFLOnS4m5o1r3FxhKogSE5OZtOmJSxY8Avnzp3MsD5tctmgQQOefPJJ7XdZwLizJfNVoKKI/CfNsvlAZ9vdC8AvwFgR2WRbXxqrTub9TgukgNEkUynlzbZv386UKVNYtWqV3fKsks3q1Rty00130qhRa50vvYg6dGgXM2Z8y9GjezOsS5tcVq1alYcffpgbb7xR+10WQJ4e+PML8CRW6aKHgd5AELAe+A6rXuYHInKHSwPxQlqMXSlVkBw/fpy5c+eyaNEizp07Z7cuq4FCzZrdzPXX30T58tU0iSgCzp8/zbx5E9i4cbHD9SkJZkhICA899BC33XabfhEpwDydZH4FfCoikbb7ocB9WJfQb8Sql/mFiLzo0kC8mLZkKqUKkqSkJDZs2MCiRYtYtWoV8fHxqeuyat0sV64q117bhmuvbUPlyrU14SxkLl48z5Ilk1i1ahaJiQkZ1qevd/nwww9TqlQpN0epnM3TSWYIMNR2d5yI7EyzrgpQSkS2ujQIL6dJplKqoLp06RKLFi1i2rRpnDp1KnV5dvOlh4WVo1GjVjRs2IpatRrrnOkFWHx8HMuWTWPJkkkkJFzJsD7tpfEWLVrw6KOPUqtWLTdGqFzJK0oYGWMqA5VFRLOpdDTJVEoVdElJSSxbtozJkycTGRlpty67hDMgIIg6dZrQqFFrrr22DcHBOlWgN9m1ay2LFk3k6NG9lC5dkS5dHuS669px6tQhPvzwUcLCymabXNasWZOnnnqKxo0buzFy5Q6ebsn0Az4GHgdKAPHAIuAbEZnp0pMXEJpkKqUKCxFh06ZNTJs2jfXr15P+Mya7hNPPz59rr21Dq1bdqVnzWr2k7kHx8Vf4+OP+LFr0W4Z1oaFl8PHx4fz50zRoEE7p0hVT16VNLkNDQ3nwwQfp1q0bvr6+7ghbuZmnk8wvgG5YA33KAM1tPwX4G3hQRGJcGoSX0yRTKVUYnT17lmXLlrF8+XJ27NjhYH3W+5ctW4WWLbvRpEkHQkNLuyjK/BMRYmLOcfLkQU6cOMDJk4eIi7tEYGAwISGhhISUoFixUEJCQilduiKVKtUqEMnzxx8/xty54/Hx8eOll0bTsGFrli6dzMyZYzh9+gjGGHx8fKhbt1lqkpmSYAYGBtK7d2/uvPNOihXTlunCzNNJ5iTgXhFJTrOsMdAHeBo4AHQSkXiHBygCNMlUShV2UVFRrFy5khUrVrB161aSk5Pt1meXcJYqVYGKFWtSsWIt288alC5d0SMzDYkIx49Hsm3bSg4c2MqJEweIjb2Y4/2LFQujXr3m1K/fnLp1m3nl9JwHD+7gqadaAIbnnx9JYGAwK1fO5PLl6NT1J04cwBhD3bpNqVfPSjJ9fX3p0aMHffv21WLqRYSnk8xRIjIok3UlgHHAOhH50KWBeDFNMpVSRcnFixdZv349q1evZt26dVy8aJ+gZZdwpjDGUKxYScLCyhAaWoawsHKEhZWlXLmqVKhQnVKlKjitNE5SUiIHDmxn587VbNu2kvPnT2W/Uw4YY6hcuS6NGrXi+uvbU7ZsZaccN78mTHiP8eOHAULr1j0yrE9OTmbt2vkkJyfSokULKlasSNu2bXn44YepUqWK2+NVnpNVkumOr4CnjTGNRCTDtRIRiTHG3Af86YY4lFJKeYHixYvTvn172rdvT1JSErt27WL58uVEREQQHR1t16cvq4RTRLh48RwXL55zWPDbz8+fsmWthLNcuWqUK1eFMmUqU7ZsZQICgrI8bnT0WY4e3ceRI7s5cmQ3hw7tIj4+NkePL238OXkMR4/u4ejRPSxY8AtVq9bn+uvbc/31N3mki8CFC2fYuDGC+fN/Jjk5CR8fX2JizlGihH2poXLlfKhSpRKHDh2ifv36vPvuu9SpU8ft8Srv5o6WzABgAvC5iKzKZJsxIjLApYF4MW3JVEopSEhIYOXKlcydO5fNmzc73CanrZzZKVGiNGXLVsbX14/k5GSSk5NISkokKSmR6OizXLx4PkfHSZ9Q5lR2j8MYQ61a19GwYSvq129OuXJVXdKPU0Q4efIQe/duZPv2lRw4sA2Aw4d3c/ToHkSEoKAQrrnmRipXDrbbNyAggClTpjB79my6d+/u9NhUweDpy+XPAF8APsBRYAkQAUSIyD5jTGegu4gMSbNPZRE55tLAvIgmmUopZe/YsWPMnz+ftWvXcvDgwQyj1DPjrCQ0K44SS39/f6pVq0aNGjWoWbMm5cuX5/Lly0RHR6fezpw5w44dO+yK1+c07tDQMtSt25S6dZtRq9a1hIaWyVPSmZAQz9mzxzhwYDuRkVvYv38Lly5dyLBdbOxFNm/+h+TkZIwxtq4JxahQoQI333wzL730ErVq1WLlypW0a9dOZ+wpwjydZEYAY4GqQHugHVYpIwEuAQnAy8B8ETli22eViLR2aWBeRJNMpZTKXFxcHAcPHiQyMpIDBw5w8OBBjh49mmFqy6zkJ/l0lFT6+PjQuHFjbrzxRpo1a0alSpVylGjFx8ezZcsW1q9fz7p16zh69GieYvXz86dUqQqUKlWB0qUrUqpUBfz8/BGR1BtAXNwlzp07yblzJ4mKOkF0dM6eiDJlYMOGDRw/ftxukJaPjw/FixcnMTGRN954g9dff10TzCLO00nmBGCgiFyy3fcFwoHOQCegDRCMlXTuwWrlvF9ECv2wNJ27XCml8i4hIYGzZ8+m3s6cOcOxY8c4dOgQhw8fzjCgKL9CQkJo1qwZrVq1omXLlpQoUSLfxzx58iTLli1jyZIlGYrYg3taZlOkT6aTk5M5cuQIu3btIiEhIUNFgJCQEO655x7Gjx/vviCV1/F0klkTeBNIwppWclW69f5Yc5jfjJV0tgb8RaTIVG3VlkyllHIuEeHcuXMcPnyYQ4cOcezYMY4ePcrRo0c5ffp0tpff/fz8qFmzJnXr1qVevXrUr1+f6tWru7TV7tChQyxZsoSlS5dy/PjxDOudnXBm1p+0SpUqdOzYkY4dO1KxYkXWr1/PTz/9xJw5c9i/fz/BwcFER1uljEJCQvjrr7/o0qWLc4NTBYa3TCtZCigjIhmHANpvVxrYJiKV3BKYF9AkUyml3CchIYETJ05w9uxZkpKS8PX1xc/PL/VncHAwFStWxM/P/TU4wUqQ9+/fz7p169iwYQM7d+4kMTExy32ySkCzG5zk7+9Po0aNaNKkCeHh4dSqVYtz586xb98+WrZsabdtTEwMixYt4umnn+bkyZMkJydzyy23MG/evJw+PFXIeEWSmeHExlQAzohIkoN1b4nIex4IyyM0yVRKKZWZuLg4tmzZwsaNG9m+fTvHjh3j8uXLeT5emTJlqFatGtdccw2NGzemQYMGBAQE2G3z+OOP88MPP3D69GnKli2b4Rj79+/n2muvJS4ujlKlShEVFZXneFTB5uk6mZlpBtxvjIkB3hWR1Mq2RSnBVEoppbISFBREy5YtU1sVrfqgFzlx4kTq7dy5cyQlJeHj45M66twYQ0BAAOXKlaNChQpUqFCB8uXLZ0goHYmNtWqC7tq1y2GSWbt2bRo2bMjGjRtJSsrQVqQU4IYk0xizGwgBFmEN6lksIpEiMgeYY4wpD3wGPOzqWJRSSqmCzhhDiRIlKFGiBPXq1XPpub799lvatm3rcF3KldDq1au7NAZVcLmj7sCHWPOT3wt8B+w1xhwwxvxgjHkMaIFV3kgppZRSXmTy5MnMnTs3w/I9e/awc+dOgoKCeOKJJzwQmSoIXN6SKSLjgHHGmCCsUeQdsepl3gf0wypdNMzVcSillFIqd2JjY+nevTsdO3bk8ccfp0GDBkRGRvL8888THx9PrVq1GDhwoKfDVF7KbX0yRSQOWGy7pUw32R54CRjlrjiUUkoplTPPPPMMP/74IxEREURERNita9CgAQsWLCAwMNAzwSmv57GBPyISDywwxmwDhgPPeyoWpZRSSl314IMPUq5cOUaMGMH//vc/5syZw+LFi9m3bx+VKlWia9eu9OnTB1/fIlPSWuWBO4qxFwceBU4BM0Uk1sE234pIkW1v1xJGSimllCqIPF3CaCrWFJIAF4wxvwOTgKUicsUYEwrUdEMcSimllFLKTdwxuvwUUBzoAcwEHgTmAjHGmKPASeBfN8ShlFJKKaXcxKktmcYYXwcz+JwHKqSpixkEdAfCgTBgpYj86sw4lFJKKaWUZzn7cvkyrDJFaQ0BhtpmIBgnIjuBababUkoppZQqhJydZF5jjKkiIkdTFojIZeBV21zllZ18PqWUUkop5YWcnWSWAA4YYzZytSbmUhG5KCInsfpfKhtjTC+gV926dT0dilJKKaWUUzm1hJExJhk4DFSzLRIgCVjL1aRzuaMyRkWZljBSSimlVEHkzhJGkSJSxxhTFegE3Gz7eYPt9hqQYIxZDSwCJonIVifHoJRSSimlPMzZJYyiAUTkiIhMEJH+IlITqAM8AfwGnAHaAe8Am4wx/3NyDEoppZRSysOc3ZI5xtFCEYkEIoEfAIwx9bFaOO8FXjDGnBaRD5wci1JKKaWU8hCntmSKyDc53G63iIwWkc7AQ8AQY0xpZ8ailFJKKaU8xx3TSmZJRH41xpQEbgV+8XA4SimllFLKCdwxrWROzAKqeDoIpZRSSinlHB5LMo0xq40xm40xlYEWwF5PxaKUUkoppZwry8vlxpg+IjLNRecuATTAGizkB/Rw0XmUUkoppZSbZdcnczium2O8E9AXuAD8ISLJLjqPUkoppZRys+ySzOKuOrGInAC+cNXxlVJKKaWU52TXJ7OqMaaUWyJRSimllFKFRnZJpj+w0xgz3hjzmDGmrjuCUkoppZRSBVtO6mSWAx623TDGnASWAv8AS0Vkc25OaIxpKCI7cxuoUkoppZQqOLJLMncDF4G6QKhtWUXgbtsNY8x5YDlXE8+1IpKUxTF/wSpZpJRSSimlCqnskswWwEvACWAt0Ba4yXarYNumFHCb7QYQa4z5F1tLJ7BSROLSHLOYc0L3TsaYcOAP4B8R6efhcJRSSimlPCLLJFNELgHvGmOaA48CY0VkJIAxph5Wstne9rOWbbcQrPJEnWz3E4wx67ASzk1ANWc/CG9hjHkBeBYo4+lYlFJKKaU8KUdzl4vIemPMBmCgMaY38JmI7AH2AD8A2GbuSUk4bwKuBQwQANwI3OD88L2HMaYGVmLdGtjg4XCUUkoppTwqR0kmgIgI8I0xpgrwgTFmgYjMSrP+GDDRdsNW+qgdV5PO5lij1cV54XuVIyLSB8AY4+FQlFJKKaU8K9dzl4vIURF5EfAxxnxmjKmUyXbnRGSGiLwiIjcCJYEn8xduzhhj2hhjdhljxBhT0x3nzGawk1JKKaVUkZLrJDOFiMwE3gYGGGOeNtk034lIrIh8D5zO6zmzY4wJNsZ8hjXoqH4u9+1ujJlvjIkyxlwyxqw3xgwyxuT5OVJKKaWUKqrylUCJyGURGQ6sAEbZBghl50x+zpkZY0wdYCNwF3BrLvd9FZgNxAG3AM2A+cBIYJoxJsfdCpRSSimlVD6TzBQisgkYBLQyxrxrjMlqzvP1zjinA9cCC4HGIjI/pzsZY24CPgK2A3eKyDoR2S0irwJjgV7Aq64IWCmllFKqsHLapWCxfAt8A7xnjLkzk+0ecdY50/lbRJ4RkYu53G+Y7edIEUlIt+4z289XjDHBAMaY240xG9PcBuYjZqWUUkqpQsnp/Q1F5LiIDAbijDGjbKV9XC4vA2+MMeWAjra7Cx0ccxdwBGu2o1tty6aLSNM0t2/zHrVSSimlVOHkskEttvJGQ4D+xpgXjTG+rjpXPoRjPQcJwL5MtkmZZ72lWyJSSimllCoEXJZk2pLKSsAyrLnPNxhjbnTV+fKoju3naRFJzmSb4+m2dQpjzABjzFpjzNrTp1024F4ppZRSyiPyNWraGFMSqJ3mVifN79WAtK2XBlhqjBllu5zuDUJtP2Oz2Oay7WdYdgczxvwONAAqA7cbYzYCf4rI++m3FZExwBiA8PDwHBeov3LlClFRUcTExJCUpKU5lWv5+vpSokQJSpcuTWBgoKfDUUopVYBkmWTaakRWx3ESWRurwHqG3RwsuwIcACJtvxdKItLXlce/cuUKhw4dolSpUtSsWRN/f3+dXUi5jIiQkJBAdHQ0hw4donr16ppoKqWUyrHsWjLPAY7KETnKbE5gJZH7099E5Gh+gnShaNvP4Cy2CbH9vODiWLIVFRVFqVKlKFu2rKdDUUWAMYaAgIDU11tUVBSVKjmc4EsppZTKILsks0Sa3y9jtUZmSCKxEsk4VwToYimDfcoZY3wy6ZdZKd22TmOM6QX0qlu3bo62j4mJoWbNms4OQ6lshYaGcuDAAU0ylVJK5VhO+mRuB37E6lt4wLXhuN06IBnwx+oKsMfBNg1tP9c4++QiMgOYER4enqM53ZOSkvD393d2GEply9/fX/sAK6WUypXsRpcnAX8B7YB1xpiDxpifbSOjG2azr9cTkVPAEtvdzunXG2MaAFWBGGCOG0PLlPbBVJ6grzullFK5lV2SeVBE3hSR3iJSBrgNWA50AhYYY04aYyYZY543xjTNyQmNMcvyF7LTDbf9HORgjvKXbD8/EZHLKKWUUkqpHMnucvmltHdEZCuwFWvqSIwxtYD2wE3As7YZdFYA/wBLgTUikpiyv7GaQ651WvTp2M6fvuh7OWNMnC3+E+n3EZElxpg3gfeBqcaYocBF4DHgSWAW8KGrYlZKKaWUKoyySzJfz2qliERijSj/EcAYUwEr4WwPfA3UMcaswUo6V2Ndkg51fDSnWAOkn8ZydZrfHV7zE5EPjDEbsFouF2H10dwNvAB8lZcpK3MitwN/lFJKKaUKiiwvl9umhswxETkpIpNE5HkRaYbVn/EzIMj288U8R5qz89cUEZPZLZt9Z4tIFxEpKSLFRKSZiHzpqgTTds4ZIjIgLCzbOu8qjbp162KMydHNHaPxIyIiGDZsGAcOHMiwrmHDhqmx9OvXz+WxKKWUUt7CZdNKAohItIjMEpHXReQa4AdXnk/l3+7du/nPf/5D8eLF7ZK1nj178vfffyOS48mJXGbv3r12cYiIw9u4cePcEk9ERATDhw93mGTu3LmTyMhIt8ShlFJKeROXJpkOvIE1Yl15mfj4eAYOHEiDBg0YMWIEly5d7Y4bEBDA33//Tc+ePalZsyZ79+71YKRKKaWUKgjcmmTaSgZ56+w/Rdbly5dp2rQpo0ePpkqVKsybN4/k5GQ6d+6cuv7IkSM89thjHDp0iHr16rFmjdPLhjrdQw89xPbt2z0dhlJKKVUkubslE2CkB87plYwxvYwxYy5c8NyMlSJC37592bFjB/fddx/79u3jlltuyVAXsUqVKnz//fdMmzYNgFatWnH8+HEPRJy9iIgIjDH4+fkREhKSunzXrl289tprNG/enJIlSxISEkLz5s359ttvM3QDGDhwoF2/zlOnTvHoo49Svnx5fHx8MMYwfvx4jDEMH25VwerUqVO2/S9XrVpF+/btCQkJoWzZsjz11FPExsa67LlQSimlPMXtSaaIfO7uc3orbxj4M3fuXGbOnEl4eDg///wzgYGBWW7fu3dvxo8fD8Dzzz/vhgidZ+TIkYwePZqhQ4dy5MgRDh48yMCBA3nhhRd45ZVX7LZNSTxr1KjBlStX6Nu3L3fddRf79u1j6tSpANSsWRMRYejQoQAsXrw4tT9oynOU1p49exg2bBijR4/m2LFjvPXWW4wZM4YhQ4a4/LErpZRS7paTaSVVIfbCCy8AMHnyZHx905cYdeyRRx7hk08+YdKkSRw7dozKlSu7MsRs5XQ2mqpVq/Lhhx/Su3dvAIoXL86AAQPYsWMHI0aM4OWXX6ZChQoZ9jtx4gSffPIJt99+O2Al2k8++STly5fPVZxr1qzh8OHDqecYPHgw3333Hb/88gujRo3K1bGUUkoVbdu3b+fMmTN2y6pWrUrt2rUzbLt27VouX844p0zdunVd+hmuSWYRdvbsWXbv3k2HDh2oXr16jvczxjBs2DDuueceZsyYwVNPPeXCKLOX/lJ3REQEnTp1yrDda6+95nD/6667jsTERFatWpWaSKZljOHuu++2WzZmzJhcx9m6desMSWyDBg3Ytm0bp0+fply5crk+plJKqaKpbdu2nD9/HoCQkBD8/f1JTExk69atduX7zp07R8uWLQEIDQ3FGEN8fDyxsbHcfvvt/PXXXy6LUZPMImz37t0AlCxZkgkTJmRYn9Ln8ueff8bHx75nxcmTJwHYuHGja4N0oitXrjB27Fh+/PFH9u/fT1RUlN36c+fOOdyvXLlyBAUF5fv8jr4tFi9eHMDhN0yllFIqM4MGDWLHjh1s2bIl9fPc19eXe++9l3///Tf1c7t48eL079+f5cuXc/ToUWJjYwkMDKRLly7cd999Lo1Rk8wi7OzZswD89ddfWX6TyaqIuDcO/unYsWOG1k0R4fbbb2fevHm89tprDBo0iMqVK6cO4Onfv3+mNUCDg4OdEpej46Rc6veG+qNKKaUKjv/+978AfPHFFwwePJjg4GBiY2PZvn07I0aM4MUXrflv/P39+eGHHxARunfvzrx585g2bRpdu3Z1eYyaZHqQp6eVLFOmDAB33HEHffv2zbD+vffeY+vWrfz6668ZWjJPnDjB4MGDqVSpkltiza+VK1cyb948mjVrxocf6lT0SimlCpcKFSpw8uRJLl26xFtvvcVtt91GgwYNUtcbY1K7bOV2TEFeaZLpQSIyA5gRHh7+pCfO37BhQwDOnDnjMMkcO3YsW7du5d57780wKOj3338HoHnz5q4PNI8iIyP5/vvvee+991Jn46lXr16G7fJbQiinA4+UUkopV3n77bdTq6fExcVxzz33sH79evz8PJfqaZJZhJUqVYpGjRqxdOlSDhw4kON5vkWEt99+G4BevXq5MML8OXjwIO+//z7vvfde6sCmrVu3IiJ2ieGyZcvydZ5SpUoBEBcXB8DSpUt5+umnWbFiBaGhofk6tlJKKfcZM2YMhw8fdrjOGMOzzz5LhQoViIuL45NPPiE+Pj7Ddu3bt+eWW25xdagZBAcHM2nSJDp16kRsbCz79u3jww8/TP289gRNMou4L774gq5du3LXXXexevXqHJUxGjt2LHv27KFv375UrFjRDVHai4mJISnp6uykKaPr0rt48WLq723atKFVq1asXr2a559/njfeeIPAwEDGjRvHxIkT8xVPeHg4YNXJvOmmmxg/fjwXL17UBFMppQqYIUOGEB0dnen6li1b0qtXLw4fPsw777zjcJvbbrvNI0kmWFVMnn32Wb766isuX77Mhx9+SJ8+fbjuuus8Ek9q8Wi9ee7WokULyYnt27fnaLvc6t27twByzz33SFxcXOryzp07CyCJiYmpyyZNmiSAAHL8+HGXxJOdOnXqpMaQk1uK8+fPy+DBg6V27doSEBAglStXlieeeEI+/PDDDNsPHTo0y2Ol9+6770rVqlUlODhYWrRoIcuWLRMRkQ4dOmQ4xuLFi2Xx4sUZlnfo0MGlz1t+uer1p5RS3mLRokXyzTffyLXXXis+Pj4CiL+/vwwdOlR++eUXiYmJERGRxMRE+f3332XgwIESGBgoAQEBUrNmTfn6669l27Ztbo15xIgRAsivv/4qIiJxcXF2n5P16tWTK1euiIjIww8/LIBs2LDBaecH1kom+Y3HEyy9eT7JvHz5sjRu3FgAqVChgsyZM0eSk5PtksxDhw6lvjgBWb16tUtiUd5Lk0ylVFExYsQICQgIEEBq1KiR5bZdunQRQNasWeOe4NJJn2SKiGzYsEGCg4MFkJCQEHnttddExP1JpifmLldeJjg4mPXr1/Pss89y8uRJunfvjo+PDwsXLgQgKCiI6tWrM2HCBGrXrs3evXtTC7sqpZRSRVnKwBpPDrBJr2nTpgwZMoSQkBAuX77MF198wdq1a90ehyaZCrDqaI0aNYo9e/bw0ksvUaJEidR1iYmJ9OrVi7///pu9e/dSp04dD0aqlFJKqey8/fbb1KxZE2MMsbGx3HXXXVy5csWtMWiS6UHGmF7GmDEXLlzwdCip6taty6effkp0dLRdk/f06dPp0aOHlutRSimlCgA/Pz8mTZqUOmPd6dOnmTp1qltj0CTTg0RkhogMCAsL83QoSimllCpkGjVqxLBhwwgJCSE2NtbtDUWaZCqllFJKFVIvvfQSDRo0wMfHh/j4+NSWTXfQJFMppZRSqoA6ceIEAKdOnXK43tfXlz///DM1uQwICHBbbJpkKqWUUkoVMG+88Qbh4eF8+eWXALz++uu0adOGjz/+OMO2derU4f/+7/8oVqyYVb/STTTJVEoppZTKRHZJmTuTtrS++eYb1q1bh6+vL2FhYfj6+rJy5UrGjBnjcPtnnnmGpk2bEhMT47ZL5t5T1EkppZRSyguEhYXh7+9PfHw8cXFxWW4bFRUFQLFixdwRWqrly5dz5syZDMsrVarkcHtjDLNnz2bv3r00bNjQ1eEBmmQqpZRSStmpX78+Pj7Wxd5z584RHx/vsC9jUlISGzduBKBq1aruDJFrrrkm1/uUKFGCZs2auSAax/RyuQd5Y51MpZRSqqhr3bp1astkUFAQ//zzj8PtpkyZQkJCAp06dSI4ONidIRYImmR6kNbJVEoppbyPr68vI0aMICQkhJiYGF544QViY2Ptttm6dSv33nsvAB9++KEnwvR6erlcKaWUUiqdvn37smHDBr788kt27dpFgwYNGDRoEKVKlWLFihWMHz8egHfffZfWrVt7NlgvpUmmymDMmDFZTj3Vs2dPnn32WTdGZC+zGQsiIyOpWbOmW2I4ffo0rVq1olGjRsyaNctuXUREBBEREfTr189t8SillHK+jz76iJYtW/LMM89w+PBhXn31Vbv1o0ePZsCAAR6Kzvtpkqky+Ouvv5gzZ06G5cYYRIT4+HiPJpkp5SI6duzIkiVLWLx4MR07dnRrDJcuXeLkyZMOy0BEREQwfPhwOnbsqEmmUkoVcHfddRd33HEH//zzD9u2beP8+fPUr1+fW2+9leLFi3s6PK+mSabKYNy4cezdu5djx44xatQoVq5cSXx8PCVKlGDatGk0atTI0yF6XM2aNTly5Ih29FZKqSLAx8eHjh07ur1Bo6DTJFNlUL58ecqXLw9YpRvWrFlDfHw8JUuWpFOnTh6OznuULl3a0yEopZRSXktHl6tCY9iwYRhjMMZkuExdvHjx1HUpnbXT72OM4dixYzz88MNUqFCBoKAgmjRpwoQJEzI9T9r+oQcOHMAYw/DhwwHo1KlT6jb9+vWzO8b27du57777KF++PIGBgdStW5dXX32V9OWsgoKCUo8xbNgw5s2bR5s2bShWrJjDx6mUUkp5C00yVaExbNgwRIQaNWpkWHfx4kXGjRuX6T4dOnQArEFNPXr0IDIykj179lC/fn0eeeQR/ve//2W6T4qaNWsiIgwdOhSAxYsXIyKIiF1iu2TJElq2bMn+/ftZvHgx0dHRjBo1inHjxtG+fXsuXbqUum1cXByLFy8GYOnSpfzvf//j+++/58SJEzzwwAN5f7KUUkopF9MkU6k0evXqxf33309ISAjVqlXj559/pnLlyrz22mscOXIk38ePi4vjgQceIC4ujl9++YVrr72WwMBAunfvzkcffcTmzZv54IMPHO67fv16/vzzTxo1akSJEiV4+eWX6dWrV75jUkoppVxBk0yl0ujbt6/d/cDAQPr06UN8fDwTJ07M9/GnT5/OsWPH6NChA/Xq1XN47rStnmmlH8nYrFkzRo4cme+YlFJKKVfQJFOpNKpXr55hWYMGDQBS56fNj9WrVwPQtGnTDOuKFStG6dKlOXbsGMePH8+wvlq1avk+v1JKKeUummR6kM5d7n0c1TxLmb/WGX+nlGP873//sxs8lHKLiooC4OTJkxn21XJJSimlChJNMj1I5y53jcxmBLp8+XK2+168eDHDspSBOM74O5UsWRKAN998M3VQkKObo5ZOpZRSqiDRJFMVOsHBwXYjtFMcPXo0230PHTqUYdnOnTsBqw9kTmSW5AKp89seOHDA4frDhw8zd+7c1FmNlFJKqYJKk0yVKj4+nujoaE+HkW/16tXjzJkznD171m75tGnTst03/eCeK1eu8NdffxEYGMh9992Xo/OXKlUKsEaSg1V6qHHjxkRHR9OrVy+qVq3K9OnTOXfuXIZ9n3nmGT7++OMsE1WllFKqINAkUwGwYMECSpUqRdmyZRk2bJinw8mXBx98EIDBgwdz4sQJjh07xnPPPUfVqlWz3XfDhg389ttvxMbGcuTIER566CGOHTvGxx9/TJUqVXJ0/vDwcMCqk3np0iXGjx/PxYsXCQ0NJTAwkN9++w0RoXv37vz7779cunSJyMhInn76aZYtW2ZXk1MppZQqqDTJVAC89tprXL58mYSEBN5//30SExMBiImJSf09ZQCMt0hOTgbA19fXbvm9997LZ599xtKlS6levTpdunThxhtv5P777wegf//+GGM4c+ZMhmP++uuvLF++nNq1a1OnTh127drFhAkTeOGFF1K3SZnxZ8mSJYB1eTztfLZt2rTh3Xff5ddff6VcuXJs2rSJX375JXV9u3btWLt2LfXq1aNPnz6ULl2am2++mdjYWFatWkWTJk1St61Zs2bqVJ7Dhw93OHuQUkop5Y2M9v3yvPDwcFm7dm222+3YsYNGjRq5JIYOHTrwzz//AFC2bFlOnTqFMYauXbsyf/58/P39eeyxx/j2229dcv68aNGiBevXr2fLli00btw4X8fq2LEjS5Ys0b6QWXDl608ppVTBZIxZJyLhjtZpS6YC4Nlnn039/Y033iAxMZHJkyezbNkywBpM8/bbb3sqPJ588kmGDBmSej8pKYl9+/ZRrFgx6tev77G4lFJKKeWYJpkKgHvuuYfXX38dgBdffJGAgADuvvtu4uLiqFq1KkuWLMlxn0RXSEhIYOLEiWzfvp3z588zbNgwLly4wMCBAwkICPBYXEoppZRyzM/TASjvYIzhgw8+4KGHHuLXX39l27ZtlCtXju7du9OzZ0+PJ3L33nsvhw8fpn379kRHR1OjRg2GDx/Om2++ma/jDhs2jOHDh6feN8bQoUMHIiIi8hmxUkopVbRpn0wv4A19MpXKjr7+lFJKpad9MpVSSimllFtpkqmUUkoppZxOk0yllFJKKeV0mmQqpZRSSimn0yRTKaWUUko5nSaZHmSM6WWMGXPhwgVPh6KUUkop5VSaZHqQiMwQkQFhYWGeDkUppZRSyqk0yVRKKaWUUk6nSaZSSimllHI6nVayCNu+fTtnzpyxW1a1alVq166dYdu1a9dy+fLlDMvr1q1L5cqVXRZjesaY1N9LlCjB+vXrqVu3bobt0k8XCfDoo48yfvx4V4eYKiIigoiICPr160fNmjXddl6llFLKG2iSWYS1bduW8+fPAxASEoK/vz+JiYls3brVLik6d+4cLVu2BCA0NBRjDPHx8cTGxnL77bfz119/uS1mEeHAgQPUqlWLmJgY7rvvPlasWJFhbvVhw4al3lKSPXeLiIhg+PDhdOzYUZNMpZRSRY5eLi/CBg0axF133UX9+vW5fPkyFy5cIC4ujnvvvZfk5OTU7YoXL07//v2pX78+SUlJxMTEANClSxfuu+8+T4VPWFgY69at45VXXvFYDEoppZRyTJPMIuy///0vkyZN4plnngEgODiYpKQktm/fzogRI1K38/f354cffmDnzp20bduW5ORkpk2bxvz587n//vs9FD2MHj0af39/vvjiC6ZPn+6xOJRSSimVkSaZKlWFChUIDg7m0qVLvPXWW+zatctuvTGGChUqAFC+fHlPhGindevWfPLJJwD079+fw4cP52r/w4cP88QTT1ClShUCAwOpXr06Tz/9NCdOnLDbzhiTehs2bBg//fQTzZo1Izg4mDJlyvDwww9z/Pjx1O0PHDiAMSa1T2inTp1S9+/Xr1/q+pRb2kv5gwYNSl3esWNHuziCgoLs4pg1axbh4eEEBQVRuXJl3njjDbsW6LRmzZpFp06dCA0NJSQkhObNm/P1119nur1SSimVX5pkqlRvv/02ZcqUASAuLo577rmHxMRED0eVtRdeeIG77rqLqKgo7r//fpKSknK0344dO2jRogURERFMmTKF6Ohofv/9dxYsWECrVq04duxY6rYiwuLFiwGYOHEif/zxB5MnT+bcuXN8//33/PXXX7Rt25azZ88CULNmTUSEoUOHArB48WJEBBFh/PjxGdanNWrUKETEYcxxcXGpcSxdupSffvqJP/74gyNHjnDffffx4Ycf8vnnn2fY79NPP+W2226jVq1a7N69m5MnT9K/f3+ee+45BgwYkKPnSymllMotTTJVquDgYCZNmkRwcDAiwr59+/jwww89HVa2fvjhB+rUqcPy5ct5++23c7TPww8/zOnTpxkzZgytW7cmMDCQG2+8kdGjR3P48GGGDBnicL+jR4/yyy+/ULt2bYKCgujTpw8ffPABkZGROT63M2zevJmffvqJ2rVrU7ZsWf7v//6PEiVK8PPPP9ttt3HjRl599VVq1arF2LFjqVixIiVKlOC5557jwQcf5Pvvv2f+/Plui1sppVTRoUmmstO6dWueffZZgoODuXz5Mh9++CFbtmzxdFhZCg0N5c8//yQwMJCPPvoo26Rp9erVrFu3jlq1anHzzTfbrbv55pspV64ckyZN4uLFixn2vfXWW0k/Q1Pfvn0B+OWXX9x2+bl79+52I+r9/PyoV68ee/bssdtuzJgxJCcn069fP3x9fe3WpQzacmdZJ6WUUkWHJpkqg/feey+19mVsbCx33XUX8fHxHo4qa82aNWPEiBGICA8//DAnT57MdNvVq1cD0LRpU4frq1WrRnx8vMPkunr16hmWlStXjlKlShEdHc3+/fvz9gByyVFt0uLFi2eoZZrVY61WrRpg1UBVSimlnE2TTJVBYGBg6mVzsC4RO+o/6G0GDhzI/fffz8mTJ3nooYcybVW8cOECAFOnTrUbgJNyW79+PYDDRLV48eIOj1msWDG7Y7tayt8mrbSF6lOkxNO7d+8Mj/P6668HHD9OpZRSKr80yVQONW3alCFDhhASEsLly5f54osvCkSL15gxY2jQoAELFizItD9pyZIlAXjwwQdTB+Q4uvXp0yfDvo4uoQNcunQJIMOl9Kw4SgoBhzMr5VXKY50/f36mjzOlIL9SSinlTJpkqky9/fbb1KxZE2NM6mXzK1eueDqsLBUvXpw///yT4OBghg4dyvLlyzNs07p1a8AqNeTImTNnmDNnjsNk79ChQxmWnTp1inPnzhEWFmY3JWdmSWSKlNbIlAQ1xdGjR7PcLzeye6ybNm1i1apVTjufUkoplUKTTJUpPz8/Jk2aRFBQEACnT59m6tSpHo4qe9dddx1fffUVSUlJLFiwIMP68PBwWrVqxcqVK9m9e3eG9cOHD2fQoEGpjzut2bNnZ7gk/vvvvwPWiHUfn6v/UqVKlQKs0kNglR1q3Lgx0dHRANSrVw8gQz1SZz7HTz31FL6+vvz4448Z1l26dIlu3boxd+5cp51PKaWUSqFJphMYY9oYY34zxuw0xmw1xmw2xgw2xhT4ueEbNWrEsGHDCAkJITY2NtvWOW/Rv39/+vXrl+n6n376iXLlytGzZ08WLFhATEwMx44dY9iwYYwdO5avv/7aLmFM0bx5cx555BH279/PlStX+Ouvv3jrrbeoU6dOavH1FOHh4YBVJ/PSpUuMHz+eixcvEhoaCkDXrl0pV64cX3zxBatXryYmJoYpU6awZs0apz0P1113HZ9++inLli2jX79+7Ny5k9jYWNauXUuPHj2oVKkSL7zwgtPOp5RSSqXKqk+a3nJ2A84AowA/2/3WQCzwTU72b9GiheTE9u3bc7Rdbo0YMUIA+fXXXx2uT0xMlGbNmomPj48AEhQUJBs2bHBJLNkBMtwiIyMdbnv58mVp3LixdOjQweH6o0ePysCBA6VatWoSEBAgVatWlbvuukvWrFmTYdvFixcLIEOHDpVZs2ZJ69atJTg4WEqVKiUPPfSQHDt2zOE53n33XalataoEBwdLixYtZNmyZXbr16xZI23btpXAwEApW7asPP3003Lx4kW7x/fJJ5+IiEiNGjUcPvZx48ZlWP7oo4/anWfu3LnSpUsXCQsLk5CQEGnUqJG89dZbEhUVlfUTnoarXn9KKaUKLmCtZJLfFPiWNi+RBLwhIokAIrLKGPMn8Lgx5kURifVseFlLmUbx1KlTDtf7+vry559/cv3113P58mW7+ozuJpnMhuNIcHBwljU+K1euzDfffJPrGG699VZuvfXWHG379ttvZ1mkPTw8nGXLlmVY7uhxZtavsl+/flm22oLVatq1a9cst1FKKaWcqdBdLrddut5ljBFjTE03nbaaiESnW3YM8AeKuSmGXHvjjTcIDw/nyy+/BOD111+nTZs2fPzxxxm2rVOnDv/3f/9HsWLFcpXoKaWUUqpoKjRJpjEm2BjzGfAPUD+X+3Y3xsw3xkQZYy4ZY9YbYwYZY3L0/IiIo0rl9YCdInImN7G40zfffMO6devw9fUlLCwMX19fVq5cyZgxYxxu/8wzz9C0aVNiYmIcDopRSimllEpRKC6XG2PqALOAQOBWYF4u9n0V+AiYCdwCxACPAyOBrsaYO1Mug+fimJVtcTySm/3cbfny5Zw5kzEHrlSpksPtjTHMnj2bvXv30rBhQ1eH5zXSDnYaPnw4w4cPZ/HixXTs2NFzQSmllFJerlAkmcC1wELgFRG5mNMR0MaYm7ASzO3AnSKSYFv1qjGmFPAk8Crwfk4DsbV+jgEmiMiknD8E97vmmmtyvU+JEiVo1qyZC6LxXto9QCmllMq9wnK5/G8ReUZEHE/Hkrlhtp8j0ySYKT6z/XzFGBMMYIy53RizMc1toINjfo41EOjZXMailFJKKVVoFIqWTBFJyu0+xphyQEfb3YUOjrnLGHMEqIp16XuKiEwHpmdxzP8CDYDeub3ErpRSSilVmBSWlsy8CMd6/AnAvky22Wn72TK7gxljXgPaAHekDAQyxgw1xrRwQqxKKaWUUgVKoWjJzKM6tp+nRSQ5k22Op9vWIWPM88DrwCvA3Wn6hHYGlmSyzwBgAED16tVzHrVSSimlVAFQlJPMUNvPrAqlX7b9DMvmWCMAA3yb05OLyBisAUKEh4fryBKllFJKFSpFOcl0GhEpyt0OlFJKKaUyKMrJUcoMPcFZbBNi+3nBxbEopZRSShUqRTnJTBnsUy6LmX0qpdtWKaWUUkrlQFFOMtcByVjzi2c2sCdlWps1rgjAGNPLGDPmwgVtKFVKKaVU4VJkk0wROcXVkd+d0683xjTAqpEZA8xxUQwzRGRAWFh244rca+3atbz88sv06dOHgQMHsnTpUkSEo0eP8sADD3DkyBFPhwjAjBkzuO2226hQoQIBAQGUL1+eJk2a8NBDD/Htt99y+PDhfB1/2LBhjB8/3jnBKqWUUkVMkU0ybYbbfg4yxqQfBPWS7ecnInKZIuDKlSs88MADtGzZks8++4y//vqL0aNH0759e6pVq8Y999zDb7/9xvr16z0dKm+//Ta33347tWvXZunSpURHR7N582beffddNmzYwNNPP83333+fr3MMHz5ck0yllFIqjwpNkmmMKWeMqWiMqZhmsaNlqURkCfAm1tznU40xzY0x9Y0xH2HNWz4L+NDlwXuJp59+mokTJ+Lv788PP/zAnj17mD9/Pj179uTo0aOsXbuWEiVKeDpMIiMj+eCDD+jatSsjR46kfv36BAUFUbFiRXr37s3s2bMJCgrydJhKKaVUkVZokkysfpPHuVpAHWC1g2V2ROQDoAfWKPNFwAagG/ACcLsrp4f0pj6ZO3bsYOLEiQQHB/PTTz/Rv39/6tatS5cuXZgxYwavvvoq/v7+pCk07zFr1qwhOTmZ66+/3uH66tWr06NHD4oXL+7myJRSSimVotAkmSJSU0RMZrds9p0tIl1EpKSIFBORZiLyZV7mRM9lzF7TJ3PKlCkkJCQQHx9Pjx49Mqx/9913CQwMJC4uzgPR2UtpTV25cmWm20yePJmXX3459f6RI0d49913ueGGGyhbtixBQUFcc801fPDBByQkJNjt269fv9RkesmSJRhjUm8HDhxIXW+MoWPHjqn7nTlzxm7biIiI1HUfffSR3bqLFy/y/PPPU6VKFXx9fTHGMH78eBo2bJi6Tb9+/Vi1ahXt27cnJCSEsmXL8tRTTxEbm9X8AUoppZR3KDRJpsqfvXv3kpiYSFBQENu3b8+wPiAggHvvvZf4+HgPRGevRYsWhISEsHz5cu677z527NiR7T4TJ07k/fffZ8CAAezbt4/jx48zfPhwPv30Ux544AG7bcePH4+INQlThw4dEJHUW82aNe3Wp1W2bFlEhKFDh2ZY99prryEidOjQAYAHH3yQFi1asG3bNpYvX556eX/nzp1ERkYCsGfPHoYNG8bo0aM5duwYr7/+OmPGjGHIkCG5e8KUUkopD9AkUwFQu3ZtAgICuHTpEg8//DCHDh3KsE2rVq0AK+H0pPLly/Pxx//f3r3HR1Wd+x//PEQIASLghasgUgIJdyGgtirlIAgtHLUqKShg01pQ6wU4FAucilAtB7WlP0uroIKKCuIF6uUIqKEWTxVQkSJ3BUVUyh01QAg8vz9mEickgVzmkmG+79drXnvP3mut/TjOZD3svdfa/4OZMW/ePNq2bUvnzp2ZMGEC77zzTokJYIMGDRg7dizZ2dnUrVuX+vXrc+2113LXXXfx3HPP8d5770X1v6Fbt24MGzaMevXqceGFFzJq1CjOO++8ImVWrFjB7NmzycjIoF69eowePZr09HSeeuqpqMYqIiJSEUoyBYCBAweSlJSEu/Ppp5/SunVrOnXqxJ133snixYs5ePAgQ4YM4e9//zt9+vSJdbj86le/YtmyZfTv35/q1avz4Ycfcs8993DRRRfRqlUrZs2aVaT80KFDmTRpUrF2OnToAMDbb78dlbgLDBw4sMj7e+65p/AsZ4ELLriAhg0bFtnWtm1b9u3bx86dOyMeo4iISGUoyRQA2rRpw09+8hNSUlI4cuQIhw8fZvXq1dx3331ce+21nHXWWUydOpWLL76YatWqxtfm+9//Pi+99BI7duzgqaeeIisri9q1a/PJJ5+QnZ3N5MmTC8seO3aMOXPmcPHFF9OwYcPC+x579QpMkbp3796oxt6sWbOTlmnSpEmxbQWDmXJzE2JWLRERiWNVI1tIUFVpdDnAY489xuDBg6lVq1ZhInns2DEOHDhAbm4u9957L9nZ2TGOsrj69eszePBg5s6dy/bt2xk+fDgQODv49ddfAzBixAiGDBlCWloa77zzDkePHsXdycnJASjxEnskpaSkVKhMwYCkaMcrIiJSXkoyY6gqjS6HwL2WjzzyCP/4xz+49dZbadOmDdWrV+f0008HAmfP5s+fz+uvvx7TOPft21fqyPK6desyffp0mjRpwuHDh9mwYQPbt29n5syZNGjQgBkzZnDeeedF9GyszjKKiIgoyZSgPXv2sGJF4BHtXbp0Ydq0aaxfv57du3fzxBNP0LhxY6pVq0Zubi5Tp06NaayrVq2iR48e5OeXPIVpUlJS4b2MycnJfPrppwC0aNGC6tWrFylbmemAUlJS+Pbbb4tt3759e4XbFBEROVUoyRQAxowZQ/fu3dm1a1eR7ampqVxxxRUsW7ascFT5ypUrYxFiEUeOHGHhwoUl7vv8889Zu3YtjRs3pm3btoX3P27evLlYUrls2bJSj1G/fv0i84IOGjSIKVOmFL5PS0tj8+bNHD363XSqhw4d4rXXIvKoexERkbiiJFOA787obdiwocT9LVu2JD09HaBIUhVLv/jFL5g2bRqffPIJhw8f5quvvuKFF16gT58+HD16lIceeoikpCSaNWvGNddcw549exg6dChbtmzhwIEDPP7440ybNq3U9jMzM1m3bh2ff/45//rXv1iwYAGNGn33hNLrrruOffv2MX78eHbv3s2WLVsYNmwY559/fhT+60VERKq40Imm9YrNq2vXrl4Wa9euLVO5ihg0aJADfv3115daplOnTg54+/btIxZHWRw+fNgXL17s//Vf/+UXXXSRN2/e3JOTk71mzZqelpbm2dnZvnr16iJ1Dh486JMmTfLWrVt7cnKyn3322Z6VleUzZsxwoPC1ZcuWwjpr1671Sy65xOvUqeMNGjTwW265xfPz8wv35+fn+5133umNGjXy5ORk79q1qy9atMjvuuuuwvZq167t7u6zZs0qcpySjufu3qNHj2JlcnJyPCcnp9j2Hj16ROojLlEkv38iIhKfgJVeSn5jrlGqMWNmA4ABrVq1unHTpk0nLb9u3ToyMjIiEsvgwYN55plnSElJ4cUXX+Tyyy8vsn/Tpk106NABM2PKlCncfvvtEYlDqq5Ifv9ERCQ+mdl77p5Z0j5dLo8hr2KjyyFw2bxv37707NmTOXPmsGLFCp599lkuueQS8vLyaNKkCSNGjIh1mCIiIlLFnRbrAKRqufnmm3n88cdZunQpS5cuLbKvTZs2vP766yQnJ8cmOBEREYkbSjIFCAxiOfvss5k2bRp//OMfee2118jJyeHjjz+mcePG9OnThyuvvJKkpKRYhyoiIiJxQPdkVgGZmZlelmmBdE+cxJK+fyIicjzdkykiIiIiUaUkU0RERETCTklmDJnZADObsX///liHIiIiIhJWSjJjqCpOYSQiIiISDkoyRURERCTslGSKiIiISNgpyRQRERGRsFOSKSIiIiJhpyRTRERERMJOj5VMYDNmzGDbtm0l7jMzbrnlFho2bMihQ4e47777yMvLK1bu0ksvpXfv3pEOtdDWrVs577zzim0fNmwYs2fPLrLNzIq8P/fcc9m6dWsEoxMREZECSjIT2JgxYzhw4ECp+7t168aAAQPYtm0bv/3tb0ss8+Mf/ziqSWaLFi1wd5YuXUrPnj3p0aMHS5cuLbFsaDk9PlVERCS6lGTGkJkNAAa0atUqJsdfsGABGzZs4M9//jPr1q3j2LFjVK9enXHjxtG6dWt69uwJQMuWLZk3bx45OTnMmjULd6dJkyb8+te/pkePHjGJXURERKo23ZMZQ7GejL1nz56MGDGCG2+8kdNOC/x7o0mTJkycOJHBgwdTp04dAJKSkhg4cCB//etfueSSS8jLy2P+/PncdNNNtG3bNiaxi5zIxo0bGTlyJHXq1MHMCl/9+/fnlVde0ZltEZEoUJIp5VKQjBYs482UKVOKJB3ffPMNt912G02bNiUpKQkzK7y3Mycnh+zsbNLT06lVqxb16tWjd+/evPnmm8XaTU9PL2zzhhtu4N133+XSSy+lVq1anHXWWQwfPpyDBw8Wll+6dGmROELvFe3fv3+Rto63aNEievXqRYMGDUhNTaVTp06MGjWKVatWhfnTij95eXmMGDGCNm3aMG3aNL799tvCfTVq1OCVV16hf//+tGjRgs2bN8cwUhGRU5+STEkod955J+5eeJn/uuuuo2vXrnz00Ue8/fbb1KxZs7DsrbfeygcffMCTTz7Jnj17+PDDD0lPT6d379689NJLRdpdv349W7ZsAWDTpk1MnDiRhx9+mC+++ILf/OY3zJgxgzFjxhSW/+EPf4i7M2zYsGIxvvzyy4VtHe9vf/sbffv2pWPHjqxevZodO3Zw3333MXfuXO64447KfjxxLTc3l86dO/Pwww/TtGlTFi9ezLFjx+jVq1fh/s8//5zs7Gw+++wz0tLSWLFiRYyjFhE5dSnJlITWrVs3hg0bRr169bjwwgsZNWpU4ej19PR0Zs6cSbdu3ahZsybnnnsuDz74IJ06dWLcuHGltrlixQpmz55NRkYG9erVY/To0aSnp/PUU09VOt6Cs6yTJ0+mUaNG1KpViz59+jB58uRKtx3P3J2srCzWrVvHT3/6Uz7++GN69+5dbIaBpk2b8uijj7JgwQIAunfvzpdffhmDiEVETn1KMiWhDRw4sMj7e+65p/As53PPPUdmZmaxOu3bt2fNmjWljsy/4IILaNiwYZFtbdu2Zd++fezcubNS8RYkTXPnzi2yffDgwWFJYuPVokWLePnll8nMzGTOnDkkJyefsPwVV1xRmLDfdtttUYhQRCTxKMmUuHT8GaqKatasWan7/v3vfzNmzBjatWtXZADJk08+CcDevXtLrNekSZNi2woGUeXm5lYq3ptvvpkaNWpw4403kpmZyR/+8Ae2bt1KSkoKTZs2rVTb8ez2228H4PnnnycpKalMdYYOHUq7du147rnn+OKLLyIZnohIQlKSKXGp4N7JkiaID3Xo0CFSUlJK3V/avp07d9KlSxemT5/OuHHj+Oyzz3D3IvdRljZCuaQ2C5Liyo5q7tWrF8uXLycrK4s1a9YwevRoWrZsSd++fdm4cWOl2o5Xu3fvZuPGjfTo0YPmzZuXuZ6ZMXHiRIBi99iKiEjlxecQYUl4Z555JsBJLz/v2rWrsGx5zJw5k+3btzNy5Eiuu+66CsVYFqWdkT3RGc9OnToxd+5cDhw4wMKFC/nLX/7CokWLuPjii1m/fj1nnHFGpMKtkgqS63r16hWeZQ5VcM/lnDlzqFat6L+rd+zYAaCR+SIiEaAkU4o42Zm2qjK/YMuWLUlNTWXLli3s37+f0uYa/eCDD+jYsWO52y+YUigtLa3YvtCpiCqr4Kxn6FQ7ANu3by+x/LJly2jdujUNGjTg9NNPZ8iQIVx//fVcfvnlLFmyhLfeeosrr7wybPHFg927dwOwcOFCFi5cWGq5kqaDKqDBPyIi4ackU6hbty7Vq1cnLy+PQ4cOnbDsnj17AKhdu3Y0QitVtWrVuOaaa5g1axaPPfYYI0eOLFbm66+/5umnn+b3v/99udsvuOy6evXqItuPHDnC8uXLKxZ0CQqS2A0bNtCuXbvC7S+++GKJ5SdMmEBWVhY33XRT4TYzIyMjgyVLlpzw1oBTVcGZ6quuuoqsrKxi+3/3u9+xZs0ann766WJnMr/66ivuuOMOGjduHJVYRUQSiZLMGIr1YyULtG7durDz3bt3L3l5edSoUaNYuaNHjxZeVjznnHOiGWKJ7r33Xt58803Gjh1Lbm4ugwYNolmzZhw8eJB3332X8ePH065dO4YMGVLutm+44QYeeOABHn30UTIzM7nmmmvYv38/48aN49NPPw3bf8PVV1/NuHHjmDx5MhkZGTRu3Jj58+ezbdu2UuvcfffdnHPOOVx66aVUq1aNnJwcnnjiCTp27Fj4KNBEkp6eDgRujSgpyZw5cyZr1qxh4MCBxQYFzZs3D4AuXbpEPlARkURTMJhBr9i9unbt6mWxdu3aMpUrr/z8fG/UqJEDnpqa6kuWLCmx3LPPPuuA9+zZMyJxVMSuXbt8/Pjxfv7553tqaqonJSV5/fr1/Qc/+IH/6U9/8sOHDxcpP2vWLAeKvbZs2VKs7Y0bN/rVV1/tjRo18ho1anibNm180qRJPmjQoMJ6PXr0cHf3Hj16FGszJyfHc3Jyim0vqFNg0aJF3rlzZ69Ro4Y3adLEJ0yY4Js2bSpSZ/78+e7u/uGHH/qoUaO8Y8eOXr9+fa9du7ZnZGT4hAkTfM+ePZH4iAtF6vsXDhkZGaX+f+zVq5cDnp+fX2T7sWPHPC0tzQH/8ssvoxSpiMipBVjppeQ35lXkHrtElpmZ6StXrjxpuXXr1pGRkRGRGObNm0d2dja5ubm0bduWlStXFrn0umbNGjp06ADAO++8wwUXXBCROKTqiuT3r7KWLFlCnz596NKlC8uXLy9yxvKyyy7jjTfeID8/v8j2GTNmMHz4cLKysorNOyoiImVjZu+5e/FJpdEURhKUlZXFrbfeSkpKChs2bKBNmzZMnTqVmTNn8rOf/awwwZw0aZISTKlyevfuzRVXXMH777/PoEGDOHz48AnLP//88wwfPhyAadOmRSFCEZHEo3sypdCUKVPo1q0bN998M9u2bWPs2LFF9j/88MP88pe/jFF0Iif2zDPP0L17d+bPn89bb73F448/Tp8+fYqU2bZtG+PHjy+c6mj58uU0atQoFuGKiJzylGRKEVdffTVXXXUVb731Fh999BH79u2jdevW9OvXr/CpNSJVUUpKCu+//z4jR45k+vTp9O3bt8j+mjVrkp+fDwSmwFq8eDHf+973YhGqiEhC0D2ZVUBVuCdT5GTi6fu3efNmHnroIWbMmMHXX39duH3AgAGMGDGCfv36he3RpCIiiexE92TqTKaInHJatWrF/fffz/333x/rUEREEpYG/oiIiIhI2CnJjDO6vUFiQd87EREpLyWZcSQpKYkjR47EOgxJQEeOHCn2tBwREZETUZIZR1JTUzlw4ECsw5AEdODAAVJTU2MdhoiIxBElmXHkjDPOYO/evezatYu8vDxdwpSIcnfy8vLYtWsXe/fu5Ywzzoh1SCIiEkc0ujyOJCcn07x5c/bs2cPWrVs5evRorEOSU1xSUhKpqak0b96c5OTkWIcjIiJxRElmnElOTqZx48Y0btw41qGIiIiIlEqXy0VEREQk7JRkxpCZDTCzGfv37491KCIiIiJhpSQzhtz9JXf/Zd26dWMdioiIiEhYKckUERERkbBTkikiIiIiYackU0RERETCTkmmiIiIiISdkkwRERERCTvTowljz8y+BjbEOo4YqwtUxbmcohlXJI4VjjYr00Z565anfFnLngXsKkcMpyL9vk6931ckf1tlLa/fln5bAGnuXvI0Oe6uV4xfwMpYxxDrFzAj1jHEOq5IHCscbVamjfLWLU/5spbV70u/r0gdK5a/r0j+tspaXr8t/bZOdixdLpeq4qVYB1CKaMYViWOFo83KtFHeuuUpX1W/M1VRVf2s9PuqeBuR/G1VpHyiqqqfU5X4belyeRVgZivdPTPWcYicivT7EokM/bbkZHQms2qYEesARE5h+n2JRIZ+W3JCOpMpIiIiImGnM5kiIiIiEnZKMk8BZpZpZp+Y2exYxyISz8ysiZk9Z2brzWyjmc00s9NjHZfIqUL9VWJRkhnnzOx24GngzFjHIhLPzKwm8AawD2gLtAeaA8/HMCyRU4b6q8SjJDOOmdm5QE/gAmBvjMMRiXc/B9KA37j7MXfPA34DXGZml8c2NJH4pv4qMSnJjG+fu/uV7q4frJzyzOz7ZrbBzNzMWkTgEFcCH7n7zpBtHwAHgJ9E4HgiiUT9VQJSkhkmUegAi3H3o9E4jkgsmVmKmT0AvAW0Lmfdvma2xMz2mNm3Zva+mf3KzEr629ce2BK6wQPTb3wKdKho/CLxINJ9mPqrxKQks5Ki2AGKJBwz+x6wCrga6FfOumOB/wUOAb2B84ElwIPAAjM77bgqZwJfl9DUAXQPmZyi1IdJJOmLUAlR7gBFElE7AoNx2rv7krJWMrNLgCnAWuAn7v6eu29097HATGAAMDYSAYvEC/VhEmlKMitHHaBIZL3i7je7+zflrDcxuHzQ3Y8ct++B4PLXZpYSsn0PkFpCW6nA7nIeXyQeqA+TiFKSWTlR6QDN7D/NbFXIa0QlYhaJGxW5j8vMzgZ+GHz7RgltbgA+B06n6NmbfwEtjmvLgHOD+0RONdH8R5wkICWZlRCtDtDd/+bunUNeD1U8apFTXiaBv21HgI9LKbM+uOwWsm0B0M7MzgrZ1hmoC7wQ3hBFYi/K/4iTBKQkM/oq2gGKSNl8L7jc6e7HSinz5XFlAR4FNgP3mlk1M6sB3Au87u6LIhOqSNxRHyZlpiQz+iraAYpI2RQ8BvLgCcrkBpd1Cza4+yHgMgIjydcCa4DtwDURiFEkXqkPkzLT6K/oq1AHWBozmwe0AZoA/2lmq4D57n5PZYIUSUTuvp3ASFsRKVmF+zD1V4lHSWacc/esWMcgUsUcCC5PNOigVnC5P8KxiEiQ+qvEo8vl0acOUCSyCu4TO/sEk0I3Pq6siJSN+jApMyWZ0acOUCSy3gOOAdUp/Z6w9OByRVQiEjl1qA+TMlOSGX3qAEUiyN3/Dfw9+LbX8fvNrA1wDoFHSL4WxdBETgXqw6TMlGRGmTpAkai4O7j8VQmPtxsdXN7n7rmISJmpD5PyUJIZG+oARcrIzM42s0Zm1ihkc0nbCrn734HxBB6b96KZdTGz1mY2BbgReBX4fcSDFzk1qQ+TMjF3j3UMcS349IOk4NuCucG6A9sA3P2rUuqNA+4BXgbuAr4Bsgk87/VV4Ap3z49c5CLxwcy2Eni0Y4nc3U5Qtx+BTi+TwOW9jcAsYHpFnnYicqpRHyaRpCSzktQBiohIvFIfJpGkJFNEREREwk73ZIqIiIhI2CnJFBEREZGwU5IpIiIiImGnJFNEREREwk5JpoiIiIiEnZJMEREREQk7JZkiIiIiEnZKMkVEREQk7JRkioiIiEjYKckUERERkbBTkikiIiIiYackU0QkxswsycxqxjqOeGBmtWMdg4iUjZJMEZEYMrN+wGogPdaxxInnzGyKkk2Rqk9JpohIDATPXk4FXgXygE/LUbe6mX1lZm5meWbWIALxTQy2f6LX7BPUv+EkdSdWMLQ3gF8D75hZqwq2ISJRcFqsAxARSVCPAsOAZcDl7p5bjrr9gYbB9erAUOD+8IbH/wEPBNe/D1wUXP8IeC24vuIE9deE1G8H9AX+GWyXkGW5uPv9ZrYXeARYZmYXufuWirQlIpFl7h7rGEREEoqZ/TcwCfgSaO/ue8pZ/xXgRyGb1rt7RhhDPP54E4G7gm8fd/cbyln/BmAWcLe7TwxTTNOA24ENQJdyJukiEgW6XC4iEkVm1g747+Db0RVIMJsClwOhSVW6mf0gTCHGiwnAV0AbYGJsQxGRkijJFBGJrqkELnFvBZ6tQP0bgCTgbuCzkO0/r2xg8cTdvwH+Gnw70syaxTIeESlOSaaISJSYWWugX/DtPHc/Ws76BmQTGCg0K/gqMNDMUsMSaPx4Jrg8Dbg5loGISHFKMkVEomcoYMH1xRWo3xNoCSx0953AY8Cx4L7awE8rHWEccfdNfDcqf0gsYxGR4pRkiohEz+Uh6x9UoP4vgsuZAO7+GbCohP2J5MPgsqmZtY9pJCJShJJMEZEoMLM6QJfg2x3uvrec9esDVwFbgNdDds0MWe+egInW2pD1S2MWhYgUoyRTRAQws9PM7BdmtszMNpvZJjN7xMzqmFlTM+tjZpX5m9ma7/7mflGB+tcBNYFHvejccy8RGGVdIKEGAFH0v11PTRKpQpRkikjCM7OGBCYHvx/4g7u3cvc0AqO3nwH+QeCy9MWVOExayPq/K1D/58BRig72wd3zgdkhm4aYWY0KtB+vdoSsp5VaSkSiTkmmiCQ0M2sMLAXOB/q7+wshuycD5wDnAU7gKTYVdWb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" ] From 01c23524942b7dd84aa1c0d5cf9af3c02ef3d5ee Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Thu, 13 May 2021 12:13:39 -0700 Subject: [PATCH 24/57] updated central epoch usage --- examples.ipynb | 23 ++++++++++++----------- 1 file changed, 12 insertions(+), 11 deletions(-) diff --git a/examples.ipynb b/examples.ipynb index 68fc8de..1ff4845 100644 --- a/examples.ipynb +++ b/examples.ipynb @@ -64,7 +64,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -127,8 +127,9 @@ "# now we fit with htof.fitter to solve for the proper motions (which will be equal to the input proper motions)\n", "# fit_degree = 1 gives a standard 4 parameter fit (position + proper motions), or a 5 parameter fit (parallax, positions, proper motions) if \n", "# use_parallax=True and the parallactic components are given.\n", - "fitter = AstrometricFitter(data.inverse_covariance_matrix, year_epochs,\n", - " use_parallax=True, fit_degree=1,\n", + "fitter = AstrometricFitter(data.inverse_covariance_matrix, jyear_epoch,\n", + " use_parallax=True, fit_degree=1, central_epoch_ra=central_epoch, \n", + " central_epoch_dec=central_epoch,\n", " parallactic_pertubations={'ra_plx': Angle(ra_motion, 'degree').mas,\n", " 'dec_plx': Angle(dec_motion, 'degree').mas})\n", "# fit the standard model\n", @@ -158,7 +159,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -183,7 +184,7 @@ } ], "source": [ - "covmat = fitter.evaluate_cov_matrix(0, 0) # we set the central epoch above to be 2010, and centered the times around it, so we want 0,0 here.\n", + "covmat = fitter.evaluate_cov_matrix(central_epoch, central_epoch)\n", "print(covmat)\n", "print('note that the sqrt of the diagonal of the covariance matrix is equal to the standard errors on the parameters from the previous fit (as it should)')\n", "print(list(np.sqrt(np.diagonal(covmat)).round(5)))\n", @@ -200,20 +201,20 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "2015.9852858659247 2016.0605439907442\n" + "2015.9852858659249 2016.060543990744\n" ] } ], "source": [ "best_epoch_ra, best_epoch_dec = fitter.find_optimal_central_epoch(coordinate='ra'), fitter.find_optimal_central_epoch(coordinate='dec')\n", - "print(best_epoch_ra + central_epoch, best_epoch_dec + central_epoch)" + "print(best_epoch_ra, best_epoch_dec)" ] }, { @@ -225,7 +226,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -245,12 +246,12 @@ ], "source": [ "covmatbest = fitter.evaluate_cov_matrix(best_epoch_ra, best_epoch_dec) # we set the central epoch above to be 2010, and centered the times around it, so we want 0,0 here.\n", - "print(f'ra/pm_ra covariance at the central epoch {best_epoch_ra + central_epoch: 1f}:')\n", + "print(f'ra/pm_ra covariance at the central epoch {best_epoch_ra : 1f}:')\n", "print(covmatbest[1, 3].round(11)) # rounding to the eleventh decimal\n", "print('ra/pm_ra covariance at 2010:')\n", "print(covmat[1, 3].round(11))\n", "\n", - "print(f'dec/pm_dec covariance at the central epoch {best_epoch_dec + central_epoch: 1f}:')\n", + "print(f'dec/pm_dec covariance at the central epoch {best_epoch_dec: 1f}:')\n", "print(covmatbest[2, 4].round(11)) # rounding to the eleventh decimal\n", "print('dec/pm_dec covariance at 2010:')\n", "print(covmat[2, 4].round(11))" From 8bcae97abb21cfc315698b46a807e57020105167 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Sun, 16 May 2021 18:48:25 -0700 Subject: [PATCH 25/57] added error inflation --- htof/data/hip2p1f2vals.npz | Bin 0 -> 473370 bytes htof/parse.py | 11 ++++++++++- htof/test/test_parse.py | 6 +++--- setup.py | 2 +- 4 files changed, 14 insertions(+), 5 deletions(-) create mode 100644 htof/data/hip2p1f2vals.npz diff --git a/htof/data/hip2p1f2vals.npz b/htof/data/hip2p1f2vals.npz 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scan_angle=None, epoch=None, residuals=None, inverse_covarian epoch=epoch, residuals=residuals, inverse_covariance_matrix=inverse_covariance_matrix) - def parse(self, star_id, intermediate_data_directory, attempt_adhoc_rejection=True, reject_known=True, **kwargs): + def parse(self, star_id, intermediate_data_directory, error_inflate=True, attempt_adhoc_rejection=True, + reject_known=True, **kwargs): # TODO set error error_inflate=True when the F2 value is available in the headers of 2.1 data. header, raw_data = super(HipparcosRereductionJavaTool, self).parse(star_id, intermediate_data_directory, error_inflate=False, header_rows=5, @@ -380,12 +381,14 @@ def parse(self, star_id, intermediate_data_directory, attempt_adhoc_rejection=Tr n_transits, n_expected_transits = header.iloc[1][4], header.iloc[0][2] n_additional_reject = int(n_transits) - int(n_expected_transits) max_n_auto_reject = 4 + total_rejected_epochs = 0 if attempt_adhoc_rejection: if 3 >= n_additional_reject > 0: # Note: you could use find_epochs_to_reject_java_large here and it would be faster for n_additional_reject=3 # and basically just as good. The only draw back is it will find slightly different rows (within the same # orbit) to reject, compared to find_epochs_to_reject_java self.additional_rejected_epochs = find_epochs_to_reject_java(self, n_additional_reject) + total_rejected_epochs += len(self.additional_rejected_epochs['residual/along_scan_error']) if max_n_auto_reject >= n_additional_reject > 3: orbit_number = raw_data[0].values self.additional_rejected_epochs = find_epochs_to_reject_java_large(self, n_additional_reject, orbit_number) @@ -404,6 +407,12 @@ def parse(self, star_id, intermediate_data_directory, attempt_adhoc_rejection=Tr if len(epochs_to_reject) > 0 and reject_known: self.rejected_epochs = {'residual/along_scan_error': list(epochs_to_reject), 'orbit/scan_angle/time': list(epochs_to_reject)} + total_rejected_epochs += len(epochs_to_reject) + if error_inflate: + f2_vals = np.load(pkg_resources.resource_filename('htof', 'data/hip2p1f2vals.npz'))['arr_0'] + f2 = f2_vals[:, 1][f2_vals[:, 0] == int(header.iloc[0][0])] # get the f2 value for the hip id. + nparam = get_nparam(header.iloc[0][4]) + self.along_scan_errs *= self.error_inflation_factor(n_transits - total_rejected_epochs, nparam, f2) return header, raw_data # setting self.rejected_epochs also rejects the epochs (see the @setter) diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index 96a767b..3cd6855 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -121,11 +121,11 @@ class TestHipparcosRereductionJavaTool: def test_parse(self): data = HipparcosRereductionJavaTool() data.parse(star_id='27321', intermediate_data_directory=self.test_data_directory) - u = 1 # Error inflation factor + u = 0.875291 # D. Michalik et al. 2014 Q factor for Hip 27321, calculated by hand assert len(data) == 111 assert np.isclose(data._epoch[0], 1990.0055) assert np.isclose(np.sin(data.scan_angle[0]), -0.9050, rtol=.01) - assert np.isclose(data.along_scan_errs.values[0], 0.80 * u) + assert np.isclose(data.along_scan_errs.values[0], 0.80 * u, atol=0.01) assert np.isclose(data._epoch[84], 1991.9523) assert np.isclose(np.sin(data.scan_angle[84]), -0.8083, rtol=.01) @@ -167,7 +167,7 @@ def test_reject_obs(self, hip_id, rej_obs): assert nobs_after_rejection == nobs_initial - num_rejects_writeout_bug - num_known_rejects # Note that for hip39, any of the orbits within 1426 are ok to reject. I.e. 70, 71, 72, 73, 74, 75. sum_chi2_partials = calculate_chisq_partials(data) - assert sum_chi2_partials < 0.1 # assert that the IAD reflect a solution that is a stationary point + assert sum_chi2_partials < 0.12 # assert that the IAD reflect a solution that is a stationary point if len(rej_obs) > 0: assert np.allclose(np.sort(data.additional_rejected_epochs['orbit/scan_angle/time']), np.sort(rej_obs['orbit/scan_angle/time'])) diff --git a/setup.py b/setup.py index 9fabb9e..5caf900 100644 --- a/setup.py +++ b/setup.py @@ -6,7 +6,7 @@ python_requires='>=3.6', packages=find_packages(), package_dir={'htof': 'htof'}, - package_data={'htof': ['data/hip1_flagged.txt', 'data/*.csv', 'data/hip2_dvd_flagged.txt']}, + package_data={'htof': ['data/hip1_flagged.txt', 'data/*.csv', 'data/*.npz', 'data/hip2_dvd_flagged.txt']}, setup_requires=['pytest-runner'], install_requires=['astropy>=2.0', 'pandas>=0.24.0', 'scipy>=1.0.0', 'numpy>=1.16'], tests_require=['pytest>=3.5']) From 55377ba80a87926180380edc5bd2082ac449f1e5 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Sun, 16 May 2021 19:27:38 -0700 Subject: [PATCH 26/57] fixed typo in comment --- htof/parse.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/htof/parse.py b/htof/parse.py index 798a5cb..8a16f55 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -304,7 +304,7 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, header skiprows=0, header=None, sep=r'\s+') data = self.read_intermediate_data_file(star_id, intermediate_data_directory, skiprows=header_rows, header=None, sep=r'\s+') - self.scan_angle = np.arctan2(data[3], data[4]) # data[3] = sin(psi), data[4] = cos(psi) + self.scan_angle = np.arctan2(data[3], data[4]) # data[3] = sin(theta) = cos(psi), data[4] = cos(theta) = sin(psi) self._epoch = data[1] + 1991.25 self.residuals = data[5] # unit milli-arcseconds (mas) self.along_scan_errs = data[6] # unit milli-arcseconds (mas) From 1127cc69ee0cde3203790acd865be340c93f6c88 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Sun, 16 May 2021 19:34:53 -0700 Subject: [PATCH 27/57] updated readme --- README.rst | 5 ++++- 1 file changed, 4 insertions(+), 1 deletion(-) diff --git a/README.rst b/README.rst index 5c74f2f..e9dde18 100644 --- a/README.rst +++ b/README.rst @@ -45,7 +45,10 @@ Usage: Fits without Parallax ---------------------------- The following examples show how one would both load in and fit a line to the astrometric intermediate data from either Hipparcos data reduction or Gaia. Gaia requires you to first download a .csv of the -predicted scans and scan epochs from GOST (https://gaia.esac.esa.int/gost/). +predicted scans and scan epochs from GOST (https://gaia.esac.esa.int/gost/). In particular, using the 'submit for +events forecast' feature on the website. One should select the widest range of dates +possible because \codename automatically restricts the predicted epochs of observations +to the desired data release range (e.g., EDR3) and removes any astrometric gaps. Let ra_vs_epoch, dec_vs_epoch be 1d arrays of ra and dec positions. Assume we want to fit to data from GaiaDR2 on the star with hip id 027321. The choices of data From 350dd2b4adecc0d8f256039c15942b4e93505461 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Tue, 18 May 2021 11:31:58 -0700 Subject: [PATCH 28/57] added a couple very simple examples to the examples notebook --- examples.ipynb | 224 +++++++++++++++++++++++++++++++++++++++++++++---- 1 file changed, 208 insertions(+), 16 deletions(-) diff --git a/examples.ipynb b/examples.ipynb index 1ff4845..6cf2045 100644 --- a/examples.ipynb +++ b/examples.ipynb @@ -12,13 +12,205 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Example 1: Combining astrometric missions for beta pic and extracting the best fit astrometric parameters from the two" + "## Example 1: Simple fit to hip 2007 astrometry of beta pic." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### First way: Using the Astrometry() convienience class (no parallax)" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "HTOF will attempt to find any (normal; i.e. non bugged) rejected epochs for the DVD iad, but it will throw a warning since this method is not 100% robust\n", + "four parameter fit to Hip2 data:\n", + "mu ra, mu dec\n", + "4.6505 81.9592\n", + "four parameter fit to Hip21 data:\n", + "mu ra, mu dec\n", + "4.6504 81.9591\n", + "Note that the recovered solutions are ever so slightly different between the two IAD sets. For hip 27231, this is beyond the level of round off so it does not matter. For a few hundred sources though, the differences are significant.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/gmbrandt/Documents/Repositories/HTOF/htof/parse.py:313: UserWarning: Print htof is attempting to find the epochs for this DVD IAD that need to be rejected. However if this is a source with the write out bug, then this will fail. Preferably switch to using the Java Tool data.\n", + " warnings.warn(f\"Print htof is attempting to find the epochs for this DVD IAD that need to be rejected.\"\n" + ] + } + ], + "source": [ + "from astropy.time import Time\n", + "from astropy.coordinates import Angle\n", + "import numpy as np\n", + "from htof.main import Astrometry\n", + "import os\n", + "\n", + "\n", + "# Note that including the parallax component is important if you want to recover the catalog errors.\n", + "pmRA = 4.65 # mas/year\n", + "pmDec = 81.96 # mas/year\n", + "# generate fitter and parse intermediate data\n", + "print('HTOF will attempt to find any (normal; i.e. non bugged) rejected epochs for the DVD iad, but it will throw a warning since this method is not 100% robust')\n", + "for iad_name in ['Hip2', 'Hip21']:\n", + " astro = Astrometry(iad_name, '27321', os.path.join('htof/test/data_for_tests/', iad_name), \n", + " central_epoch_ra=1991.25,\n", + " central_epoch_dec=1991.25, format='jyear', fit_degree=1,\n", + " use_parallax=False)\n", + " # generate ra and dec for each observation.\n", + " centered_epochs = Time(astro.data.julian_day_epoch(), format='jd', scale='tcb').jyear - \\\n", + " Time(1991.25, format='decimalyear').jyear\n", + " ra = Angle(pmRA * centered_epochs, unit='mas')\n", + " dec = Angle(pmDec * centered_epochs, unit='mas')\n", + " # add residuals\n", + " ra += Angle(astro.data.residuals.values * np.sin(astro.data.scan_angle.values), unit='mas')\n", + " dec += Angle(astro.data.residuals.values * np.cos(astro.data.scan_angle.values), unit='mas')\n", + " #\n", + " solution_vector = astro.fit(ra.mas, dec.mas)\n", + " print(f'four parameter fit to {iad_name} data:')\n", + " print('mu ra, mu dec')\n", + " ra0, dec0, mu_ra, mu_dec = solution_vector\n", + " print(mu_ra.round(4), mu_dec.round(4))\n", + "print('Note that the recovered solutions are ever so slightly different between the two IAD sets. For hip 27231, this is beyond the level of round off so it does not matter. For a few hundred sources though, the differences are significant.')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Second way: Separately using data parsers and the fitter class" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "four parameter fit to Hip2 data:\n", + "mu ra, mu dec\n", + "4.6505 81.9592\n", + "four parameter fit to Hip21 data:\n", + "mu ra, mu dec\n", + "4.6504 81.9591\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/gmbrandt/Documents/Repositories/HTOF/htof/parse.py:313: UserWarning: Print htof is attempting to find the epochs for this DVD IAD that need to be rejected. However if this is a source with the write out bug, then this will fail. Preferably switch to using the Java Tool data.\n", + " warnings.warn(f\"Print htof is attempting to find the epochs for this DVD IAD that need to be rejected.\"\n" + ] + } + ], + "source": [ + "from htof.parse import HipparcosRereductionDVDBook, HipparcosRereductionJavaTool\n", + "from htof.fit import AstrometricFitter\n", + "\n", + "for iad_name in ['Hip2', 'Hip21']:\n", + " parser = {'Hip2': HipparcosRereductionDVDBook, 'Hip21': HipparcosRereductionJavaTool}[iad_name]\n", + " data = parser()\n", + " data.parse(star_id=27321,\n", + " intermediate_data_directory=os.path.join('htof/test/data_for_tests/', iad_name))\n", + " data.calculate_inverse_covariance_matrices()\n", + " # generate ra and dec for each observation.\n", + " jyear_epochs = Time(data.julian_day_epoch(), format='jd', scale='tcb').jyear\n", + " centered_epochs = jyear_epochs - Time(1991.25, format='decimalyear').jyear\n", + " ra = Angle(pmRA * centered_epochs, unit='mas')\n", + " dec = Angle(pmDec * centered_epochs, unit='mas')\n", + " # add residuals\n", + " ra += Angle(data.residuals.values * np.sin(data.scan_angle.values), unit='mas')\n", + " dec += Angle(data.residuals.values * np.cos(data.scan_angle.values), unit='mas')\n", + " #\n", + " fitter = AstrometricFitter(inverse_covariance_matrices=data.inverse_covariance_matrix,\n", + " epoch_times=jyear_epochs, central_epoch_dec=1991.25, central_epoch_ra=1991.25)\n", + " solution_vector = fitter.fit_line(ra.mas, dec.mas)\n", + " print(f'four parameter fit to {iad_name} data:')\n", + " print('mu ra, mu dec')\n", + " ra0, dec0, mu_ra, mu_dec = solution_vector\n", + " print(mu_ra.round(4), mu_dec.round(4))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Same as above (separately using data parsers and the fitter class), but manually turning off the normal, non bugged epoch rejection for the DVD data. Note that this does not effect 27321 because it has no rejected epochs. Also note that htof CANNOT REJECT BUGGED EPOCHS FROM THE DVD DATA. Htof can only rejected (additional) bugged epochs for the java tool data. It will always do so by default for the java tool data, but finding and rejecting additional bugged epochs can be disabled by setting attempt_adhoc_rejection=False. Again, none of this applies for hip 27321" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "four parameter fit to Hip2 data:\n", + "mu ra, mu dec\n", + "4.6505 81.9592\n", + "four parameter fit to Hip21 data:\n", + "mu ra, mu dec\n", + "4.6504 81.9591\n", + "now the warning is suppressed because you have turned off attempt_adhoc_rejection. Note that setting attempt_adhoc_rejection=False will also disallow the Java tool parser from doing the fix to the iad write out bug (i.e., rejecting unknown bugged epochs)\n" + ] + } + ], + "source": [ + "for iad_name in ['Hip2', 'Hip21']:\n", + " parser = {'Hip2': HipparcosRereductionDVDBook, 'Hip21': HipparcosRereductionJavaTool}[iad_name]\n", + " data = parser()\n", + " data.parse(star_id=27321,\n", + " intermediate_data_directory=os.path.join('htof/test/data_for_tests/', iad_name),\n", + " attempt_adhoc_rejection=False)\n", + " data.calculate_inverse_covariance_matrices()\n", + " # generate ra and dec for each observation.\n", + " jyear_epochs = Time(data.julian_day_epoch(), format='jd', scale='tcb').jyear\n", + " centered_epochs = jyear_epochs - Time(1991.25, format='decimalyear').jyear\n", + " ra = Angle(pmRA * centered_epochs, unit='mas')\n", + " dec = Angle(pmDec * centered_epochs, unit='mas')\n", + " # add residuals\n", + " ra += Angle(data.residuals.values * np.sin(data.scan_angle.values), unit='mas')\n", + " dec += Angle(data.residuals.values * np.cos(data.scan_angle.values), unit='mas')\n", + " #\n", + " fitter = AstrometricFitter(inverse_covariance_matrices=data.inverse_covariance_matrix,\n", + " epoch_times=jyear_epochs, central_epoch_dec=1991.25, central_epoch_ra=1991.25)\n", + " solution_vector = fitter.fit_line(ra.mas, dec.mas)\n", + " print(f'four parameter fit to {iad_name} data:')\n", + " print('mu ra, mu dec')\n", + " ra0, dec0, mu_ra, mu_dec = solution_vector\n", + " print(mu_ra.round(4), mu_dec.round(4))\n", + " \n", + "print('now the warning is suppressed because you have turned off attempt_adhoc_rejection. Note that setting attempt_adhoc_rejection=False will also disallow the Java tool parser from doing the fix to the iad write out bug (i.e., rejecting unknown bugged epochs)')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Example 2: Combining astrometric missions for beta pic and extracting the best fit astrometric parameters from the two" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, "outputs": [], "source": [ "\n", @@ -64,7 +256,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -159,7 +351,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -201,7 +393,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -226,7 +418,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -261,12 +453,12 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Example 2: Identifying the bugged epochs that should be removed for a Hip2 source (using the Java tool IAD)" + "## Example 3: Identifying the bugged epochs that should be removed for a Hip2 source (using the Java tool IAD)" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -340,7 +532,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 10, "metadata": {}, "outputs": [ { @@ -350,7 +542,7 @@ " 'orbit/scan_angle/time': [9, 10, 44]}" ] }, - "execution_count": 7, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" } @@ -375,7 +567,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 11, "metadata": {}, "outputs": [ { @@ -402,12 +594,12 @@ "collapsed": true }, "source": [ - "## Example 3: Here we combine some of the above examples to make a figure very similar to Figure 6 from the HTOF paper. " + "## Example 4: Here we combine some of the above examples to make a figure very similar to Figure 6 from the HTOF paper. " ] }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 12, "metadata": {}, "outputs": [], "source": [ @@ -447,7 +639,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 13, "metadata": {}, "outputs": [], "source": [ @@ -471,7 +663,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 14, "metadata": {}, "outputs": [], "source": [ @@ -577,12 +769,12 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 15, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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" ] From 97dbcf5a1dbc999099eec45701eb932868c8aa7c Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Tue, 18 May 2021 11:33:09 -0700 Subject: [PATCH 29/57] excluding examples from coverage --- .coveragerc | 1 + 1 file changed, 1 insertion(+) diff --git a/.coveragerc b/.coveragerc index c85199c..641c12b 100644 --- a/.coveragerc +++ b/.coveragerc @@ -4,5 +4,6 @@ omit = */site-packages/nose/* *__init__* */validation/* + *.ipynb exclude_lines = pragma: no cover From 6565e53cc8364b8acd6c34b2dc5356a3239bbb15 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Tue, 18 May 2021 11:39:00 -0700 Subject: [PATCH 30/57] removed unused function --- htof/fit.py | 3 +-- htof/utils/fit_utils.py | 20 -------------------- 2 files changed, 1 insertion(+), 22 deletions(-) diff --git a/htof/fit.py b/htof/fit.py index b396409..e4bdde2 100644 --- a/htof/fit.py +++ b/htof/fit.py @@ -5,8 +5,7 @@ """ #from numba import jit import numpy as np -import warnings -from htof.utils.fit_utils import ra_sol_vec, dec_sol_vec, chi2_matrix, transform_coefficients_to_unnormalized_domain +from htof.utils.fit_utils import ra_sol_vec, dec_sol_vec, chi2_matrix from htof.utils.fit_utils import chisq_of_fit diff --git a/htof/utils/fit_utils.py b/htof/utils/fit_utils.py index 7f95b68..63f0ac2 100644 --- a/htof/utils/fit_utils.py +++ b/htof/utils/fit_utils.py @@ -89,26 +89,6 @@ def chi2_matrix(a, b, c, d, ra_t, dec_t, w_ra=0, w_dec=0, vander=FIT_VANDER, deg return np.array(A, dtype=float) -def transform_coefficients_to_unnormalized_domain(coeffs, ra_min_t, ra_max_t, dec_min_t, dec_max_t, - use_parallax, old_domain=None, basis=FIT_BASIS): - # Using basis= taylor does not convert from normalized to unnormalized properly. - # TODO fix htof.polynomial.polynomial.TaylorSeries so that its .convert() method works properly - basis = np.polynomial.polynomial.Polynomial - if old_domain is None: - old_domain = [-1, 1] - padded = np.pad(coeffs[1 * use_parallax:], (0, 2 * 3 + 2 - len(coeffs[1 * use_parallax:])), - mode='constant', constant_values=0) - ra_coeffs, dec_coeffs = padded[::2], padded[1::2] - ra_poly = basis(ra_coeffs, domain=[ra_min_t, ra_max_t], window=[-1, 1]) - dec_poly = basis(dec_coeffs, domain=[dec_min_t, dec_max_t], window=[-1, 1]) - - new_coeffs = np.copy(coeffs).astype(np.float64) - new_coeffs[1 * use_parallax::2] = ra_poly.convert(domain=old_domain).coef - new_coeffs[1 * use_parallax + 1::2] = dec_poly.convert(domain=old_domain).coef - # probably need to return the scl of the .mapparms here in order to calculate the unnormed covariance matrix. - return new_coeffs - - def chisq_of_fit(coeffs, ra, dec, ra_epochs, dec_epochs, inv_covs, ra_plx=None, dec_plx=None, use_parallax=True, basis=FIT_BASIS): ra_model = basis(coeffs[1 * use_parallax:][::2])(ra_epochs) From 3d0c00e80d11cd8961ef158f453c3059cb49a8a2 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Thu, 20 May 2021 17:03:21 -0700 Subject: [PATCH 31/57] added in parallax factors from the catalog. --- CHANGES.md | 1 + htof/data/hip2_Javatool_flagged.txt | 1 + htof/main.py | 3 +++ htof/parse.py | 5 ++++- htof/test/test_main.py | 18 ++++++++++++++++++ htof/validation/hip_refit_test.py | 5 ++++- 6 files changed, 31 insertions(+), 2 deletions(-) diff --git a/CHANGES.md b/CHANGES.md index 11a3239..b5285c1 100644 --- a/CHANGES.md +++ b/CHANGES.md @@ -6,6 +6,7 @@ that have the Hip2 file-write error. Note that this is not perfect, there are so - Note that this write-out bug fix does not work on the dvd data (note, the dvd still has the same bug, it is just not easily correctable). - Updated the flagged source list (hip2_javatool_flagged.txt). +- Parallax factors from the IAD are now loaded on data.parse() 0.3.5 (2021-04-19) ------------------ diff --git a/htof/data/hip2_Javatool_flagged.txt b/htof/data/hip2_Javatool_flagged.txt index 9619a69..fbcf304 100644 --- a/htof/data/hip2_Javatool_flagged.txt +++ b/htof/data/hip2_Javatool_flagged.txt @@ -87,6 +87,7 @@ 92235 92400 92420 +93424 93785 94162 94312 diff --git a/htof/main.py b/htof/main.py index 1101d5d..5f1a368 100755 --- a/htof/main.py +++ b/htof/main.py @@ -37,6 +37,9 @@ def __init__(self, data_choice, star_id, intermediate_data_directory, fitter=Non data.calculate_inverse_covariance_matrices() parallactic_pertubations = None + # TODO Change parallactic_perturbations to parallax_factors + # also maybe add something like: recompute_parallax_factors or soemthing + # because it is kind of unnecessary that we recompute the parallax factors. if use_parallax and isinstance(central_ra, Angle) and isinstance(central_dec, Angle): if central_epoch_dec != central_epoch_ra: warnings.warn('central_epoch_dec != central_epoch_ra. ' diff --git a/htof/parse.py b/htof/parse.py index 8a16f55..192e9ff 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -35,10 +35,11 @@ class DataParser(object): as pandas.DataFrame. use .values (e.g. self.epoch.values) to call the ndarray version. """ def __init__(self, scan_angle=None, epoch=None, residuals=None, inverse_covariance_matrix=None, - along_scan_errs=None): + along_scan_errs=None, parallax_factors=None): self.scan_angle = pd.Series(scan_angle, dtype=np.float64) self._epoch = pd.DataFrame(epoch, dtype=np.float64) self.residuals = pd.Series(residuals, dtype=np.float64) + self.parallax_factors = pd.Series(parallax_factors, dtype=np.float64) self.along_scan_errs = pd.Series(along_scan_errs, dtype=np.float64) self.inverse_covariance_matrix = inverse_covariance_matrix @@ -254,6 +255,7 @@ def parse(self, star_id, intermediate_data_directory, data_choice='MERGED'): self._epoch = 1991.25 + (data['IA6'] / data['IA3']).where(abs(data['IA3']) > abs(data['IA4']), (data['IA7'] / data['IA4'])) self.residuals = data['IA8'] # unit milli-arcseconds (mas) self.along_scan_errs = data['IA9'] # unit milli-arcseconds + self.parallax_factors = data['IA5'] @staticmethod def _select_data(data, data_choice): @@ -308,6 +310,7 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, header self._epoch = data[1] + 1991.25 self.residuals = data[5] # unit milli-arcseconds (mas) self.along_scan_errs = data[6] # unit milli-arcseconds (mas) + self.parallax_factors = data[2] n_transits, nparam, catalog_f2, percent_rejected = header.iloc[0][2], get_nparam(header.iloc[0][4]), header.iloc[0][6], header.iloc[0][7] if type(self) is HipparcosRereductionDVDBook and attempt_adhoc_rejection: warnings.warn(f"Print htof is attempting to find the epochs for this DVD IAD that need to be rejected." diff --git a/htof/test/test_main.py b/htof/test/test_main.py index 8f36390..b84d05f 100644 --- a/htof/test/test_main.py +++ b/htof/test/test_main.py @@ -84,6 +84,24 @@ def test_Hip1_fit(self, hip_id): assert np.allclose(diffs, 0, atol=0.02) +@pytest.mark.e2e +def test_parallax_factors(): + # Hip 27321 parameters from the Hipparcos 1 catalogue via Vizier + cntr_ra, cntr_dec = Angle(86.82118054, 'degree'), Angle(-51.06671341, 'degree') + # generate fitter and parse intermediate data + astro = Astrometry('Hip1', '27321', 'htof/test/data_for_tests/Hip1', central_epoch_ra=1991.25, + central_epoch_dec=1991.25, format='jyear', fit_degree=1, use_parallax=True, + central_ra=cntr_ra, central_dec=cntr_dec) + # generate ra and dec for each observation. + year_epochs = Time(astro.data.julian_day_epoch(), format='jd', scale='tcb').jyear - \ + Time(1991.25, format='decimalyear').jyear + ra_motion = astro.fitter.parallactic_pertubations['ra_plx'] + dec_motion = astro.fitter.parallactic_pertubations['dec_plx'] + # check the parallax factors + assert np.allclose(astro.data.parallax_factors.values, + ra_motion * np.sin(astro.data.scan_angle.values) + dec_motion * np.cos(astro.data.scan_angle.values), + atol=0.03) + @pytest.mark.e2e def test_Hip1_fit_to_hip27321(): # Hip 27321 parameters from the Hipparcos 1 catalogue via Vizier diff --git a/htof/validation/hip_refit_test.py b/htof/validation/hip_refit_test.py index 6d4b80d..8d5d473 100755 --- a/htof/validation/hip_refit_test.py +++ b/htof/validation/hip_refit_test.py @@ -136,7 +136,10 @@ def convert_fname_to_hip_id(fname): if args.debug: # fit only a small subset of the desired sources if debugging. hip_ids = hip_ids[:100] - #hip_ids = [117297, 8000] + hip_ids.sort() + if args.hip_reduction == 21: + hip_ids = 93424 # this source has an observation with an along scan error of 0 in the Java tool IAD. + #engine(args.iad_directory, not args.ignore_parallax, **kwargs)(93424) print('will fit {0} total hip {1} objects'.format(len(hip_ids), str(args.hip_reduction))) print('will save output table at', output_file) # do the fit. From dd204dd57cca30d4cfaafa9bfe410255f3089c84 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Thu, 20 May 2021 18:00:19 -0700 Subject: [PATCH 32/57] Added the parallax partials of chisquared to the refit test --- htof/parse.py | 9 +++++++-- htof/test/test_parse.py | 4 ++-- htof/validation/hip_refit_test.py | 6 ++---- htof/validation/utils.py | 12 ++++++++---- 4 files changed, 19 insertions(+), 12 deletions(-) diff --git a/htof/parse.py b/htof/parse.py index 192e9ff..8e59e60 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -211,6 +211,11 @@ def calc_inverse_covariance_matrices(scan_angles, cross_scan_along_scan_var_rati """ if along_scan_errs is None or len(along_scan_errs) == 0: along_scan_errs = np.ones_like(scan_angles.values.flatten()) + if np.any(np.isclose(along_scan_errs, 0)): + warnings.warn('Along scan error found that is zero. This is unphysical. Cannot ' + 'compute the inverse covariance matrices. Setting this AL error ' + 'to a large number and continuing.', RuntimeWarning) + along_scan_errs[np.isclose(along_scan_errs, 0)] = 1000 icovariance_matrices = [] icov_matrix_in_scan_basis = np.array([[1, 0], [0, 1/cross_scan_along_scan_var_ratio]]) @@ -463,7 +468,7 @@ def find_epochs_to_reject_DVD(data: DataParser, n_transits, percent_rejected, np cos_scan = np.cos(data.scan_angle.values) dt = data.epoch - 1991.25 rows_to_keep = np.ones(len(data), dtype=bool) - orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]) + orbit_factors = np.array([data.parallax_factors.values, sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]) residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2) chi2_vector = (2 * residual_factors * orbit_factors).T sum_chisquared_partials_norejects = np.sqrt(np.sum(np.sum(chi2_vector, axis=0) ** 2)) @@ -529,7 +534,7 @@ def find_epochs_to_reject_java(data: DataParser, n_additional_reject): residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2)[residuals_to_keep] mask_rejected_resid = (data.along_scan_errs.values > 0).astype(bool)[residuals_to_keep] - _orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T + _orbit_factors = np.array([data.parallax_factors.values, sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T # we should be able to do the orbit reject calculation fairly easily in memory. # for 100 choose 3 we have like 250,000 combinations of orbits -- we sghould be able to # do those in 10,000 orbit chunks in memory and gain a factor of 10,000 speed up. diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index 3cd6855..7c4418b 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -140,11 +140,11 @@ def test_outlier_reject_nowriteoutbug(self): @pytest.mark.filterwarnings("ignore:attempt_adhoc_rejection") @pytest.mark.parametrize("hip_id,rej_obs", [('39', {'orbit/scan_angle/time': [75], 'residual/along_scan_error': [113]}), - ('651', {'orbit/scan_angle/time': [112], + ('651', {'orbit/scan_angle/time': [98], 'residual/along_scan_error': [164]}), ('94046', {'orbit/scan_angle/time': [63, 65], 'residual/along_scan_error': [77, 76]}), - ('44050', {'orbit/scan_angle/time': [9, 10, 44], + ('44050', {'orbit/scan_angle/time': [8, 11, 44], 'residual/along_scan_error': [73, 72, 71]}), ('114114', {'orbit/scan_angle/time': [1, 17, 22, 56], 'residual/along_scan_error': [79, 80, 81, 82]}), diff --git a/htof/validation/hip_refit_test.py b/htof/validation/hip_refit_test.py index 8d5d473..c5b9271 100755 --- a/htof/validation/hip_refit_test.py +++ b/htof/validation/hip_refit_test.py @@ -16,7 +16,7 @@ def format_result(result, hip_id, soltype): plx, ra, dec, pm_ra, pm_dec, acc_ra, acc_dec, jerk_ra, jerk_dec = diffs return {'hip_id': hip_id, 'diff_ra': ra, 'diff_dec': dec, 'diff_plx': plx, 'diff_pm_ra': pm_ra, 'diff_pm_dec': pm_dec, 'soltype': soltype, 'diff_acc_ra': acc_ra, 'diff_acc_dec': acc_dec, 'diff_jerk_ra': jerk_ra, 'diff_jerk_dec': jerk_dec, - 'chisquared': chisq, 'dxdra0': partials[0], 'dxddec0': partials[1], 'dxdmura': partials[2], 'dxdmudec': partials[3]} + 'chisquared': chisq, 'dxdparallax': partials[0], 'dxdra0': partials[1], 'dxddec0': partials[2], 'dxdmura': partials[3], 'dxdmudec': partials[4]} class Hip1Engine(Engine): @@ -137,9 +137,7 @@ def convert_fname_to_hip_id(fname): # fit only a small subset of the desired sources if debugging. hip_ids = hip_ids[:100] hip_ids.sort() - if args.hip_reduction == 21: - hip_ids = 93424 # this source has an observation with an along scan error of 0 in the Java tool IAD. - #engine(args.iad_directory, not args.ignore_parallax, **kwargs)(93424) + engine(args.iad_directory, not args.ignore_parallax, **kwargs)(93424) print('will fit {0} total hip {1} objects'.format(len(hip_ids), str(args.hip_reduction))) print('will save output table at', output_file) # do the fit. diff --git a/htof/validation/utils.py b/htof/validation/utils.py index d06030a..11e5583 100755 --- a/htof/validation/utils.py +++ b/htof/validation/utils.py @@ -34,9 +34,13 @@ def refit_hip_fromdata(data: DataParser, fit_degree, cntr_RA=Angle(0, unit='degr 'dec_plx': Angle(dec_motion, 'degree').mas}) fit_coeffs, errors, chisq = fitter.fit_line(ra_resid.mas, dec_resid.mas, return_all=True) + parallax_factors = ra_motion * np.sin(data.scan_angle.values) + dec_motion * np.cos(data.scan_angle.values) + # technically this could be data.parallax_factors.values, but then we have to deal with + # getting the RA and Dec components of that. if not use_parallax: fit_coeffs = np.hstack([[0], fit_coeffs]) errors = np.hstack([[0], errors]) + parallax_factors = np.zeros_like(parallax_factors) # pad so coeffs and errors are 9 long. errors = np.pad(errors, (0, 9 - len(fit_coeffs))) fit_coeffs = np.pad(fit_coeffs, (0, 9 - len(fit_coeffs))) @@ -45,7 +49,7 @@ def refit_hip_fromdata(data: DataParser, fit_degree, cntr_RA=Angle(0, unit='degr cos_scan = np.cos(data.scan_angle.values) dt = data.epoch - 1991.25 chi2_vector = (2 * data.residuals.values / data.along_scan_errs.values ** 2 * np.array( - [sin_scan, cos_scan, dt * sin_scan, dt * cos_scan])).T + [parallax_factors, sin_scan, cos_scan, dt * sin_scan, dt * cos_scan])).T chi2_partials = np.sum(chi2_vector, axis=0) ** 2 return fit_coeffs, errors, chisq, chi2_partials @@ -78,7 +82,7 @@ def refit_hip1_object(iad_dir, hip_id, hip_dm_g=None, use_parallax=False): return tuple((diffs, errors, chisq, chi2_partials, soltype)) else: - return [None] * 9, [None] * 9, None, [None] * 4, soltype + return [None] * 9, [None] * 9, None, [None] * 5, soltype def refit_hip2_object(iad_dir, hip_id, catalog: Table, seven_p_annex: Table = None, nine_p_annex: Table = None, use_parallax=False): @@ -104,7 +108,7 @@ def refit_hip2_object(iad_dir, hip_id, catalog: Table, seven_p_annex: Table = No use_parallax=use_parallax) return tuple((diffs, errors - cat_errors, chisq, chi2_partials, soltype)) else: - return [None] * 9, [None] * 9, None, [None] * 4, soltype + return [None] * 9, [None] * 9, None, [None] * 5, soltype def refit_hip21_object(iad_dir, hip_id, use_parallax=False): @@ -121,7 +125,7 @@ def refit_hip21_object(iad_dir, hip_id, use_parallax=False): use_parallax=use_parallax) return tuple((diffs, errors, chisq, chi2_partials, soltype)) else: - return [None] * 9, [None] * 9, None, [None] * 4, soltype + return [None] * 9, [None] * 9, None, [None] * 5, soltype def get_cat_values_hip1(fname): From 02fc4a7a1baf480590fbfdb5f96801342d9033f7 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Fri, 21 May 2021 08:18:13 -0700 Subject: [PATCH 33/57] updated reject epochs --- htof/parse.py | 1 + 1 file changed, 1 insertion(+) diff --git a/htof/parse.py b/htof/parse.py index 8e59e60..35f8b14 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -354,6 +354,7 @@ def _reject_epochs(self, attr_to_set, value): not_outlier = np.ones(len(self), dtype=bool) np.put(not_outlier, orbits_to_reject, False) self._epoch, self.scan_angle = self._epoch[not_outlier], self.scan_angle[not_outlier] + self.parallax_factors = self.parallax_factors[not_outlier] setattr(self, attr_to_set, value) @property From 3b710459c6eeb941d041d57905bfe79c87a6df86 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Tue, 25 May 2021 13:09:48 -0700 Subject: [PATCH 34/57] temporary allowing of any number rejects --- htof/parse.py | 7 +++++-- htof/validation/hip_refit_test.py | 2 +- 2 files changed, 6 insertions(+), 3 deletions(-) diff --git a/htof/parse.py b/htof/parse.py index 35f8b14..011353c 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -402,8 +402,11 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, attemp orbit_number = raw_data[0].values self.additional_rejected_epochs = find_epochs_to_reject_java_large(self, n_additional_reject, orbit_number) if n_additional_reject > max_n_auto_reject: - warnings.warn(f"more than {max_n_auto_reject} bugged epochs for {star_id}, cannot " - f"automatically fix this source. ", UserWarning) + # These take too long to do automatically, pull the epochs to reject from the file + orbit_number = raw_data[0].values + additional_rejected_epochs = find_epochs_to_reject_java_large(self, n_additional_reject, orbit_number) + print(additional_rejected_epochs) + self.additional_rejected_epochs = additional_rejected_epochs if not attempt_adhoc_rejection and n_additional_reject > 0: warnings.warn(f"attempt_adhoc_rejection = False and {star_id} is a bugged source. " "You are foregoing the write out bug " diff --git a/htof/validation/hip_refit_test.py b/htof/validation/hip_refit_test.py index c5b9271..5a69a75 100755 --- a/htof/validation/hip_refit_test.py +++ b/htof/validation/hip_refit_test.py @@ -137,7 +137,7 @@ def convert_fname_to_hip_id(fname): # fit only a small subset of the desired sources if debugging. hip_ids = hip_ids[:100] hip_ids.sort() - engine(args.iad_directory, not args.ignore_parallax, **kwargs)(93424) + #engine(args.iad_directory, not args.ignore_parallax, **kwargs)(93424) print('will fit {0} total hip {1} objects'.format(len(hip_ids), str(args.hip_reduction))) print('will save output table at', output_file) # do the fit. From 3110e9cd51714c0cc8b1c1315599e19c454fbc38 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Tue, 25 May 2021 13:17:23 -0700 Subject: [PATCH 35/57] temporary file writing --- htof/parse.py | 7 ++++++- 1 file changed, 6 insertions(+), 1 deletion(-) diff --git a/htof/parse.py b/htof/parse.py index 011353c..6afb6d4 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -10,6 +10,7 @@ """ import numpy as np +import json import pandas as pd import warnings import os @@ -404,8 +405,12 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, attemp if n_additional_reject > max_n_auto_reject: # These take too long to do automatically, pull the epochs to reject from the file orbit_number = raw_data[0].values + print(n_additional_reject) additional_rejected_epochs = find_epochs_to_reject_java_large(self, n_additional_reject, orbit_number) - print(additional_rejected_epochs) + jsonf = json.dumps(additional_rejected_epochs) + f = open(f"{str(star_id)}.json", "w") + f.write(jsonf) + f.close() self.additional_rejected_epochs = additional_rejected_epochs if not attempt_adhoc_rejection and n_additional_reject > 0: warnings.warn(f"attempt_adhoc_rejection = False and {star_id} is a bugged source. " From f83c857e197370b1a48ed502a9875cba501cb60a Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Tue, 25 May 2021 13:26:41 -0700 Subject: [PATCH 36/57] replaced json writing --- htof/parse.py | 15 ++++++++------- 1 file changed, 8 insertions(+), 7 deletions(-) diff --git a/htof/parse.py b/htof/parse.py index 6afb6d4..647afe0 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -10,7 +10,6 @@ """ import numpy as np -import json import pandas as pd import warnings import os @@ -402,16 +401,18 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, attemp if max_n_auto_reject >= n_additional_reject > 3: orbit_number = raw_data[0].values self.additional_rejected_epochs = find_epochs_to_reject_java_large(self, n_additional_reject, orbit_number) + print(self.additional_rejected_epochs) + f = open(f"{str(star_id)}.txt", "w") + f.write(str(self.additional_rejected_epochs)) + f.close() if n_additional_reject > max_n_auto_reject: # These take too long to do automatically, pull the epochs to reject from the file orbit_number = raw_data[0].values - print(n_additional_reject) - additional_rejected_epochs = find_epochs_to_reject_java_large(self, n_additional_reject, orbit_number) - jsonf = json.dumps(additional_rejected_epochs) - f = open(f"{str(star_id)}.json", "w") - f.write(jsonf) + print(star_id, n_additional_reject) + self.additional_rejected_epochs = find_epochs_to_reject_java_large(self, n_additional_reject, orbit_number) + f = open(f"{str(star_id)}.txt", "w") + f.write(str(self.additional_rejected_epochs)) f.close() - self.additional_rejected_epochs = additional_rejected_epochs if not attempt_adhoc_rejection and n_additional_reject > 0: warnings.warn(f"attempt_adhoc_rejection = False and {star_id} is a bugged source. " "You are foregoing the write out bug " From 1fed9ecc43c2da4f9189bd89163604bab1ceb9a0 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Tue, 25 May 2021 13:52:51 -0700 Subject: [PATCH 37/57] replaced temporary code with the framework to do the actual calculation after loading it from a list. --- htof/data/epoch_reject_shortlist.csv | 2 + htof/parse.py | 26 ++-- .../Hip21/IntermediateData/H017447.csv | 141 ++++++++++++++++++ htof/test/test_parse.py | 9 ++ 4 files changed, 167 insertions(+), 11 deletions(-) create mode 100644 htof/data/epoch_reject_shortlist.csv create mode 100644 htof/test/data_for_tests/Hip21/IntermediateData/H017447.csv diff --git a/htof/data/epoch_reject_shortlist.csv b/htof/data/epoch_reject_shortlist.csv new file mode 100644 index 0000000..a6bf182 --- /dev/null +++ b/htof/data/epoch_reject_shortlist.csv @@ -0,0 +1,2 @@ +hip_id, residual/along_scan_error, orbit/scan_angle/time +17447, '[135, 134, 133, 132, 131]', '[13, 27, 41, 55, 98]' \ No newline at end of file diff --git a/htof/parse.py b/htof/parse.py index 647afe0..03fd24b 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -12,6 +12,7 @@ import numpy as np import pandas as pd import warnings +from ast import literal_eval import os import re import glob @@ -375,12 +376,16 @@ def rejected_epochs(self, value): class HipparcosRereductionJavaTool(HipparcosRereductionDVDBook): + EPOCHREJECTLIST = Table.read(pkg_resources.resource_filename('htof', + 'data/epoch_reject_shortlist.csv'), format='ascii') + def __init__(self, scan_angle=None, epoch=None, residuals=None, inverse_covariance_matrix=None, along_scan_errs=None): super(HipparcosRereductionJavaTool, self).__init__(scan_angle=scan_angle, along_scan_errs=along_scan_errs, epoch=epoch, residuals=residuals, inverse_covariance_matrix=inverse_covariance_matrix) + def parse(self, star_id, intermediate_data_directory, error_inflate=True, attempt_adhoc_rejection=True, reject_known=True, **kwargs): # TODO set error error_inflate=True when the F2 value is available in the headers of 2.1 data. @@ -401,18 +406,17 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, attemp if max_n_auto_reject >= n_additional_reject > 3: orbit_number = raw_data[0].values self.additional_rejected_epochs = find_epochs_to_reject_java_large(self, n_additional_reject, orbit_number) - print(self.additional_rejected_epochs) - f = open(f"{str(star_id)}.txt", "w") - f.write(str(self.additional_rejected_epochs)) - f.close() if n_additional_reject > max_n_auto_reject: - # These take too long to do automatically, pull the epochs to reject from the file - orbit_number = raw_data[0].values - print(star_id, n_additional_reject) - self.additional_rejected_epochs = find_epochs_to_reject_java_large(self, n_additional_reject, orbit_number) - f = open(f"{str(star_id)}.txt", "w") - f.write(str(self.additional_rejected_epochs)) - f.close() + # These take too long to do automatically, pull the epochs to reject from the file that we computed + correct_id = header.iloc[0][0] + t = self.EPOCHREJECTLIST[self.EPOCHREJECTLIST['hip_id'] == int(correct_id)] + if len(t) == 1: + self.additional_rejected_epochs = {'residual/along_scan_error': literal_eval(t['residual/along_scan_error'][0]), + 'orbit/scan_angle/time': literal_eval(t['orbit/scan_angle/time'][0])} + else: + warnings.warn(f'Cannot fix {star_id}. It has more than {max_n_auto_reject} bugged epochs, and' + f' the correct epochs to reject are not in the known list ' + f'(epoch_reject_shortlist.csv)', UserWarning) if not attempt_adhoc_rejection and n_additional_reject > 0: warnings.warn(f"attempt_adhoc_rejection = False and {star_id} is a bugged source. " "You are foregoing the write out bug " diff --git a/htof/test/data_for_tests/Hip21/IntermediateData/H017447.csv b/htof/test/data_for_tests/Hip21/IntermediateData/H017447.csv new file mode 100644 index 0000000..cef576a --- /dev/null +++ b/htof/test/data_for_tests/Hip21/IntermediateData/H017447.csv @@ -0,0 +1,141 @@ + 17447 -1 131 -1 5 -1 -1 0 + 7.574 1.733 1 5 136 0 + 56.07760423 -41.89765889 1.62 15.55 -11.86 + 0.36100000 0.43799999 0.48 0.44 0.56 + + 66 -1.3260 -0.5313 -0.6273 0.7787 0.91 5.25 + 66 -1.3260 -0.5305 -0.6269 0.7791 -0.73 3.96 + 66 -1.3260 -0.5340 -0.6231 0.7821 -3.39 4.38 + 140 -1.2360 0.6489 -0.9966 0.0824 2.29 2.74 + 140 -1.2360 0.6477 -0.9965 0.0839 -1.88 3.17 + 140 -1.2360 0.6469 -0.9964 0.0850 -1.64 3.20 + 206 -1.1557 -0.6683 0.4294 0.9031 3.71 3.12 + 206 -1.1557 -0.6686 0.4298 0.9029 -2.31 3.63 + 206 -1.1557 -0.6687 0.4299 0.9029 1.27 3.31 + 206 -1.1557 -0.6693 0.4307 0.9025 7.06 3.25 + 254 -1.0974 0.6208 -0.6281 0.7781 -6.05 4.23 + 254 -1.0974 0.6233 -0.6297 0.7768 7.20 3.18 + 254 -1.0974 0.6226 -0.6287 0.7776 -2.80 3.64 + 254 -1.0974 0.6243 -0.6306 0.7761 -1.27 3.17 + 336 -0.9976 -0.4975 0.9554 0.2953 -2.62 3.12 + 336 -0.9976 -0.4967 0.9552 0.2959 -0.06 3.36 + 367 -0.9600 0.4613 0.3672 0.9301 1.78 2.90 + 367 -0.9600 0.4622 0.3655 0.9308 -6.04 3.65 + 367 -0.9600 0.4633 0.3644 0.9312 -2.89 2.63 + 456 -0.8518 -0.5257 0.7331 -0.6801 0.65 3.58 + 456 -0.8518 -0.5240 0.7347 -0.6784 -0.98 3.29 + 456 -0.8518 -0.5236 0.7350 -0.6781 6.69 3.80 + 456 -0.8518 -0.5235 0.7350 -0.6781 -2.83 4.28 + 493 -0.8068 0.5824 0.9686 0.2488 0.76 3.00 + 493 -0.8068 0.5845 0.9678 0.2517 7.83 3.34 + 574 -0.7084 -0.6851 -0.1341 -0.9910 0.57 3.58 + 574 -0.7084 -0.6848 -0.1337 -0.9910 -5.70 4.79 + 574 -0.7084 -0.6854 -0.1345 -0.9909 2.02 2.55 + 634 -0.6355 0.6764 0.8220 -0.5694 2.79 3.15 + 635 -0.6342 0.6787 0.8202 -0.5720 6.47 4.40 + 635 -0.6342 0.6793 0.8206 -0.5714 -1.28 3.67 + 697 -0.5589 -0.5940 -0.7730 -0.6344 -1.47 4.51 + 697 -0.5589 -0.5935 -0.7725 -0.6350 6.94 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0.2119 -0.9773 1.12 3.61 +1349 0.2334 -0.6374 0.2130 -0.9771 -1.09 2.53 +1400 0.2953 0.6902 0.9733 -0.2295 -0.23 5.59 +1400 0.2953 0.6894 0.9731 -0.2306 -1.07 2.76 +1400 0.2953 0.6893 0.9730 -0.2306 -5.35 5.57 +1400 0.2953 0.6892 0.9730 -0.2307 -1.41 2.72 +1470 0.3804 -0.6620 -0.5542 -0.8324 -4.06 5.48 +1470 0.3804 -0.6629 -0.5552 -0.8317 -1.60 2.69 +1470 0.3804 -0.6655 -0.5581 -0.8298 -7.50 6.25 +1470 0.3804 -0.6652 -0.5578 -0.8300 0.35 2.40 +1470 0.3804 -0.6670 -0.5597 -0.8287 8.06 4.33 +1470 0.3804 -0.6679 -0.5608 -0.8279 -1.52 2.41 +1547 0.4740 0.5533 0.2351 -0.9720 5.67 3.66 +1547 0.4740 0.5502 0.2312 -0.9729 -4.23 7.42 +1547 0.4740 0.5499 0.2303 -0.9731 -11.53 7.03 +1547 0.4740 0.5468 0.2263 -0.9741 -2.33 6.03 +1547 0.4740 0.5460 0.2253 -0.9743 -4.07 3.69 +1597 0.5347 -0.4631 -0.9834 -0.1816 3.75 3.43 +1597 0.5347 -0.4632 -0.9835 -0.1812 2.94 2.44 +1597 0.5347 -0.4671 -0.9843 -0.1764 5.43 6.17 +1597 0.5347 -0.4674 -0.9844 -0.1757 1.84 2.43 +1689 0.6465 0.5009 -0.8592 -0.5116 2.66 4.26 +1689 0.6465 0.4977 -0.8614 -0.5080 -5.02 2.14 +1690 0.6476 0.4963 -0.8667 -0.4989 0.81 2.27 +1741 0.7096 -0.5855 -0.3905 0.9206 -0.43 2.16 +1741 0.7096 -0.5887 -0.3865 0.9223 -3.13 3.20 +1741 0.7096 -0.5885 -0.3866 0.9222 1.62 2.15 +1809 0.7922 0.6647 -0.9739 0.2271 1.83 3.64 +1809 0.7922 0.6641 -0.9737 0.2278 4.32 3.03 +1809 0.7922 0.6629 -0.9733 0.2295 -1.74 1.95 +1809 0.7922 0.6616 -0.9729 0.2312 -2.61 2.50 +1879 0.8773 -0.6472 0.5728 0.8197 0.63 2.15 +1879 0.8773 -0.6465 0.5718 0.8204 -5.44 4.06 +1922 0.9294 0.5833 -0.4672 0.8842 2.18 4.03 +1922 0.9294 0.5839 -0.4680 0.8837 4.90 3.90 +2007 1.0327 -0.4700 0.9936 0.1128 -1.43 4.69 +2007 1.0327 -0.4695 0.9935 0.1135 -2.59 6.72 +2008 1.0339 -0.4571 0.9926 0.1211 9.79 5.25 +2008 1.0339 -0.4559 0.9924 0.1228 3.81 4.53 +2036 1.0679 0.4420 0.5633 0.8263 -2.61 3.28 +2036 1.0679 0.4433 0.5621 0.8271 -2.96 4.07 +2037 1.0691 0.4536 0.5577 0.8300 2.38 3.15 +2037 1.0691 0.4558 0.5555 0.8315 -1.04 3.42 +2126 1.1772 -0.5590 0.5723 -0.8201 -4.18 3.11 +2126 1.1772 -0.5587 0.5727 -0.8198 -1.01 2.53 +2126 1.1772 -0.5571 0.5745 -0.8185 2.12 2.78 +2126 1.1772 -0.5571 0.5745 -0.8185 1.92 6.46 +2167 1.2269 0.6300 0.9956 0.0935 -8.41 6.32 +2167 1.2269 0.6306 0.9955 0.0945 0.98 6.33 +2167 1.2269 0.6313 0.9954 0.0956 1.90 6.42 +2167 1.2269 0.6312 0.9955 0.0952 -7.31 7.04 +2506 1.6387 -0.4822 -0.8256 0.5642 1.89 4.84 +2506 1.6387 -0.4826 -0.8254 0.5646 -4.57 3.68 +2506 1.6387 -0.4869 -0.8221 0.5694 -2.27 4.31 +2506 1.6387 -0.4865 -0.8225 0.5687 -4.13 3.07 +2506 1.6387 -0.4910 -0.8190 0.5737 0.18 4.05 +2678 1.8475 0.6657 -0.8595 0.5112 2.00 4.84 +2678 1.8475 0.6648 -0.8589 0.5122 -4.47 3.68 +2755 1.9410 -0.5786 0.8043 0.5942 -2.49 4.31 +2755 1.9410 -0.5763 0.8024 0.5968 -4.34 3.07 +2755 1.9410 -0.5755 0.8019 0.5975 -0.03 4.05 diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index 7c4418b..b751da0 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -174,6 +174,15 @@ def test_reject_obs(self, hip_id, rej_obs): assert np.allclose(np.sort(data.additional_rejected_epochs['residual/along_scan_error']), np.sort(rej_obs['residual/along_scan_error'])) + def test_reject_obs_from_precomputed_list(self): + # hip 651 is a great test source because it has 3 rejected observations (negative AL errors) + # and it has an uncatalogued rejection that we need to fix (i.e., an extra, 4th, rejection). + test_data_directory = os.path.join(os.getcwd(), 'htof/test/data_for_tests/Hip21') + data = HipparcosRereductionJavaTool() + data.parse(star_id=17447, intermediate_data_directory=test_data_directory) + sum_chi2_partials = calculate_chisq_partials(data) + assert sum_chi2_partials < 0.12 # assert that the IAD reflect a solution that is a stationary point + class TestDataParser: def test_parse_raises_file_not_found_error(self): From df0d90e277cf731452ef39c752ebe8c42891fe64 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Tue, 25 May 2021 16:56:31 -0700 Subject: [PATCH 38/57] updated known rejected epoch lits --- htof/data/epoch_reject_shortlist.csv | 15 +++- htof/data/hip2_Javatool_flagged.txt | 13 --- htof/validation/hip_roundoff_test.py | 130 --------------------------- 3 files changed, 14 insertions(+), 144 deletions(-) delete mode 100644 htof/validation/hip_roundoff_test.py diff --git a/htof/data/epoch_reject_shortlist.csv b/htof/data/epoch_reject_shortlist.csv index a6bf182..91f3942 100644 --- a/htof/data/epoch_reject_shortlist.csv +++ b/htof/data/epoch_reject_shortlist.csv @@ -1,2 +1,15 @@ hip_id, residual/along_scan_error, orbit/scan_angle/time -17447, '[135, 134, 133, 132, 131]', '[13, 27, 41, 55, 98]' \ No newline at end of file +18517,'[139, 138, 137, 136, 135, 134]','[4, 11, 30, 45, 82, 93]' +13502,'[131, 130, 129, 128, 127]','[4, 12, 16, 69, 105]' +114114,'[82, 81, 80, 79]','[1, 17, 22, 56]' +21046,'[124, 123, 122, 121, 120]','[4, 92, 93, 110, 117]' +21479,'[99, 98, 97, 96, 95]','[6, 53, 55, 62, 85]' +12193,'[92, 91, 90, 89, 88, 87, 86]','[10, 12, 13, 17, 36, 55, 85]' +47131,'[130, 129, 128, 127, 126]','[13, 20, 24, 55, 63]' +45949,'[131, 130, 129, 128, 127]','[54, 77, 105, 106, 110]' +12302,'[130, 129, 128, 127, 126]','[20, 72, 73, 92, 93]' +21000,'[40, 39, 38, 37, 36, 35, 34, 33, 32, 31]','[13, 14, 15, 16, 21, 22, 23, 24, 34, 36]' +516,'[150, 149, 148, 147, 146]','[123, 124, 144, 145, 150]' +36685,'[116, 115, 114, 113, 112]','[2, 10, 15, 22, 96]' +22170,'[109, 108, 107, 106, 105]','[9, 13, 35, 56, 79]' +17447,'[135, 134, 133, 132, 131]','[13, 27, 41, 55, 98]' diff --git a/htof/data/hip2_Javatool_flagged.txt b/htof/data/hip2_Javatool_flagged.txt index fbcf304..038225b 100644 --- a/htof/data/hip2_Javatool_flagged.txt +++ b/htof/data/hip2_Javatool_flagged.txt @@ -1,4 +1,3 @@ -516 1627 1834 2085 @@ -6,18 +5,9 @@ 7145 8953 9306 -12193 -12302 -13502 14542 -17447 -18517 19057 20429 -21000 -21046 -21479 -22170 23950 24169 28134 @@ -26,7 +16,6 @@ 30785 34922 35793 -36685 37515 38923 38965 @@ -38,8 +27,6 @@ 42926 42975 43541 -45949 -47131 48036 48405 48662 diff --git a/htof/validation/hip_roundoff_test.py b/htof/validation/hip_roundoff_test.py deleted file mode 100644 index d945e5c..0000000 --- a/htof/validation/hip_roundoff_test.py +++ /dev/null @@ -1,130 +0,0 @@ -from htof.parse import HipparcosOriginalData, HipparcosRereductionDVDBook -from htof.fit import AstrometricFitter -from htof.sky_path import parallactic_motion, earth_ephemeris -from astropy import time -from astropy.coordinates import Angle -import numpy as np -from argparse import ArgumentParser -import os - - -def parse(datacsv, data, data_choice='MERGED', perturb=True): - if (data_choice != 'NDAC') and (data_choice != 'FAST') and (data_choice != 'MERGED'): - raise ValueError('data choice has to be either NDAC or FAST or MERGED.') - datacsv = data._fix_unnamed_column(datacsv) - if perturb: - fourdig = ['IA3', 'IA4', 'IA5', 'IA6', 'IA7'] - twodig = ['IA8', 'IA9'] - threedig = ['IA10'] - for cols, digits in zip([fourdig, threedig, twodig], [4, 3, 2]): - datacsv[cols] = datacsv[cols].to_numpy() + np.random.uniform(-.5 / (10**digits), .5 / (10**digits), - datacsv[cols].to_numpy().shape) - datacsv = data._select_data(datacsv, data_choice) - # compute scan angles and observations epochs according to van Leeuwen & Evans 1997, eq. 11 & 12. - data.scan_angle = np.arctan2(datacsv['IA3'], datacsv['IA4']) # unit radians, arctan2(sin, cos) - # Use the larger denominator when computing the epoch offset. - # This increases numerical precision and avoids NaNs if one of the two fields (IA3, IA4) is exactly zero. - data._epoch = 1991.25 + (datacsv['IA6'] / datacsv['IA3']).where(abs(datacsv['IA3']) > abs(datacsv['IA4']), - (datacsv['IA7'] / datacsv['IA4'])) - data.residuals = datacsv['IA8'] # unit milli-arcseconds (mas) - data.along_scan_errs = datacsv['IA9'] # unit milli-arcseconds - return data - - -if __name__ == "__main__": - import matplotlib.pyplot as plt - parser = ArgumentParser(description='Enter a hip id (string)') - parser.add_argument("-i", "--hip-id", required=True, default='100564', #1276 is bad - help="hip id of the target") - args = parser.parse_args() - - hip_id = args.hip_id - - data_choice = 'MERGED' - iad_dir = '/home/gmbrandt/Documents/hipparcosOriginalIntermediateData/' - # set accRA, accDec to 0 to change to a five parameter model which generates the data. - accRA = 0#-23.07 - accDec = 0#26.31 - - # fit_degree (degree of the model which is fit to the data, i.e. what HTOF uses to fit to the motion) - # fit_degree = 1 is 5 parameter, fit_degree = 2 is 7 parameter. - fit_degree = 1 - use_parallax = False - perturb = True # Whether or not to randomly perturb the digit beyond the last significant digit of the intermediate data. - ###### end of user params - - with open(os.path.join(iad_dir, hip_id + '.txt')) as f: - lines = f.readlines() - try: - cntr_ra = Angle(float(lines[2].split(':')[1].split('Right')[0]), unit='degree') - cntr_dec = Angle(float(lines[3].split(':')[1].split('Declination')[0]), unit='degree') - plx = float(lines[4].split(':')[1].split('Trig')[0]) - pmRA = float(lines[5].split(':')[1].split('Proper')[0]) - pmDec = float(lines[6].split(':')[1].split('Proper')[0]) - except: - raise UnboundLocalError('could not read pmRA or pmDec from intermediate data of {0}'.format(fname)) - - data = HipparcosOriginalData() - # manually loading file - datacsv = data.read_intermediate_data_file(hip_id, iad_dir, skiprows=10, header='infer', sep='\s*\|\s*') - pmRAs, pmDecs = [], [] - for i in range(100): - # parsing with a pertubation - data = parse(datacsv.copy(), data, data_choice='MERGED', perturb=perturb) - #data.parse(star_id=hip_id, intermediate_data_directory=iad_dir, - # data_choice=data_choice) - data.calculate_inverse_covariance_matrices() - mas_to_degree = 1./60/60/1000 - - jyear_epoch = time.Time(data.julian_day_epoch(), format='jd', scale='tcb').jyear - # note that ra_motion and dec_motion are in degrees here. - # generate sky path - year_epochs = jyear_epoch - time.Time(1991.25, format='decimalyear', scale='tcb').jyear - ra_ref = Angle(pmRA * mas_to_degree * year_epochs, unit='degree') - dec_ref = Angle(pmDec * mas_to_degree * year_epochs, unit='degree') - # generate parallax motion - ra_motion, dec_motion = parallactic_motion(jyear_epoch, cntr_ra.degree, cntr_dec.degree, 'degree', - time.Time(1991.25, format='decimalyear', scale='tcb').jyear, - ephemeris=earth_ephemeris) # Hipparcos was in a geostationary orbit. - if use_parallax: - ra_ref += Angle(ra_motion * plx, unit='degree') - dec_ref += Angle(dec_motion * plx, unit='degree') - #acceleration terms - ra_ref += Angle(1/2*accRA * mas_to_degree * (year_epochs**2 - 0.81), unit='degree') - dec_ref += Angle(1/2*accDec * mas_to_degree * (year_epochs**2 - 0.81), unit='degree') - # - ra_model = 1.*ra_ref - dec_model = 1.*dec_ref - - ra_resid = Angle(data.residuals.values * np.sin(data.scan_angle.values), unit='mas') - dec_resid = Angle(data.residuals.values * np.cos(data.scan_angle.values), unit='mas') - ra_ref += ra_resid - dec_ref += dec_resid - # instantiate fitter - fitter = AstrometricFitter(data.inverse_covariance_matrix, year_epochs, - use_parallax=use_parallax, fit_degree=fit_degree, - parallactic_pertubations={'ra_plx': Angle(ra_motion, 'degree').mas, - 'dec_plx': Angle(dec_motion, 'degree').mas}) - # fit - fit_coeffs = fitter.fit_line(ra_ref.mas, dec_ref.mas) - pmRAs.append(fit_coeffs[2]) - pmDecs.append(fit_coeffs[3]) - #print(pmRA, pmDec, 'original pmRA and pmDec') - #print(fit_coeffs[-2:], 'best fit proper motions') - - #if use_parallax: - # print(fit_coeffs[0], ' = best fit parallax angle (mas)') - # print(plx, ' = input parallax angle (mas)') - - fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(10, 6)) # width by length - ax1.hist(np.array(pmRAs) - pmRA, label=r'$\Delta \mu_{RA}$') - ax2.hist(np.array(pmDecs) - pmDec, label=r'$\Delta \mu_{DEC}$') - ax1.legend(loc='best') - ax2.legend(loc='best') - ax1.set_xlabel(r'$\Delta \mu_{RA}$') - ax2.set_xlabel(r'$\Delta \mu_{DEC}$') - ax1.set_ylabel('Count') - ax2.set_ylabel('Count') - plt.title('Discrepancies w/ respect to catalog PMs for Hip {0}'.format(hip_id)) - #plt.savefig('/home/gmbrandt/Downloads/discrep_{0}.pdf'.format(hip_id)) - plt.show() From dd91b653b99b747ec094fb2742c7483877edd531 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Tue, 25 May 2021 17:43:45 -0700 Subject: [PATCH 39/57] working parallelized epoch rejection for the 120 difficult sources. --- htof/validation/hip_java_deep_refit.py | 126 +++++++++++++++++++++++++ 1 file changed, 126 insertions(+) create mode 100755 htof/validation/hip_java_deep_refit.py diff --git a/htof/validation/hip_java_deep_refit.py b/htof/validation/hip_java_deep_refit.py new file mode 100755 index 0000000..94b6767 --- /dev/null +++ b/htof/validation/hip_java_deep_refit.py @@ -0,0 +1,126 @@ +import numpy as np +from argparse import ArgumentParser +import copy +from htof.parse import partitions, HipparcosRereductionJavaTool + + +from multiprocessing import Pool + + +class Engine(object): + def __init__(self, orbit_index, orbit_multiplicity, orbits_to_keep, orbit_factors, + residual_factors, mask_rejected_resid): + self.orbit_index = orbit_index + self.orbit_multiplicity = orbit_multiplicity + self.orbits_to_keep = copy.deepcopy(orbits_to_keep) + self.orbit_factors = orbit_factors + self.residual_factors = residual_factors + self.mask_rejected_resid = mask_rejected_resid + + def __call__(self, rejects_from_each_orbit): + if np.any(rejects_from_each_orbit > self.orbit_multiplicity): + # ignore any trials of rejects that put e.g. 10 rejects into an orbit with only 4 observations. + # consider moving this out of this call loop.. + return [[0], 1000] + end_index = self.orbit_index + self.orbit_multiplicity - np.array(rejects_from_each_orbit) + for s, e in zip(self.orbit_index, end_index): + self.orbits_to_keep[s:e] = True + # now we want to try a variety of deleting orbits and sliding the other orbits + # upward to fill the vacancy. + # this pops the orbits out and shifts all the orbits after: + orbit_factors = self.orbit_factors[self.orbits_to_keep].T + # this simultaneously deletes one of the residuals, assigns the remaining residuals to the + # shifted orbits, and calculates the chi2 partials vector per orbit: + chi2_vector = (2 * self.residual_factors * orbit_factors).T + # sum the square of the chi2 partials to decide for whether or not it is a stationary point. + sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector[self.mask_rejected_resid], axis=0) ** 2)) + # reset for the next loop: + self.orbits_to_keep[:] = False + return [rejects_from_each_orbit, sum_chisquared_partials] + + +def find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, orbit_number, ncore): + # this is for any java tool object where n_additional_reject is greater than 3. + # we assume the scan angles and times of rows in the same orbit are similar, therefore we only have + # to try all combinations of distributing n_additional_reject rejected epochs among N orbits + # calculate the chisquared partials + orbit_prototypes, orbit_index, orbit_multiplicity = np.unique(orbit_number, return_index=True, + return_counts=True) + num_unique_orbits = len(orbit_prototypes) + sin_scan = np.sin(data.scan_angle.values) + cos_scan = np.cos(data.scan_angle.values) + dt = data.epoch - 1991.25 + resid_reject_idx = [len(data) - 1 - i for i in + range(int(n_additional_reject))] # always reject the repeated observations. + # need to iterate over popping orbit combinations + orbits_to_keep = np.zeros(len(data), dtype=bool) + residuals_to_keep = np.ones(len(data), dtype=bool) + residuals_to_keep[resid_reject_idx] = False + + residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2)[residuals_to_keep] + mask_rejected_resid = (data.along_scan_errs.values > 0).astype(bool)[residuals_to_keep] + _orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T + + trials = [i for i in partitions(n_additional_reject, num_unique_orbits)] # note that converting this to a list is + # going to eat memory for breakfast + try: + pool = Pool(ncore) + engine = Engine(orbit_index, orbit_multiplicity, + np.zeros(len(data), dtype=bool), _orbit_factors, + residual_factors, mask_rejected_resid) + out = pool.map(engine, trials) + finally: # This makes sure processes are closed in the end, even if errors happen + pool.close() + pool.join() + candidate_orbit_rejects = [out[i][0] for i in range(len(out))] + candidate_orbit_chisquared_partials = [out[i][1] for i in range(len(out))] + rejects_from_each_orbit = np.array(candidate_orbit_rejects)[np.argmin(candidate_orbit_chisquared_partials)] + # now transform rejects_from_each_orbit into actual orbit indices that we are going to reject. + end_index = orbit_index + orbit_multiplicity - np.array(rejects_from_each_orbit) + for s, e in zip(orbit_index, end_index): + orbits_to_keep[s:e] = True + orbit_reject_idx = np.where(~orbits_to_keep)[0] + if np.min(candidate_orbit_chisquared_partials) > 0.5: + print("Attempted to fix the write out bug, but the chisquared partials are larger than 0.5. There are " + "likely more additional rejected epochs than htof can handle.", UserWarning) + + return {'residual/along_scan_error': list(resid_reject_idx), 'orbit/scan_angle/time': list(orbit_reject_idx)} + + +if __name__ == "__main__": + parser = ArgumentParser(description='Script for refitting the java tool IAD. ' + 'This will output a .txt file for every hip source provided in the inlist' + ' Each .txt will contain the epochs to reject to fix the write out bug') + parser.add_argument("-dir", "--iad-directory", required=True, default=None, + help="full path to the intermediate data directory") + parser.add_argument("-i", "--inlist", required=False, default=None, + help=".txt file with the list of sources you want to refit.") + parser.add_argument("-c", "--cores", required=False, default=1, type=int, + help="Number of cores to use. Default is 1.") + parser.add_argument("--debug", action='store_true', default=False, required=False, + help='If true, this will run the refit test on only 500 sources. Useful to check for ' + 'filepath problems before running the full test on all ~100000 sources.') + + args = parser.parse_args() + + hip_ids = np.genfromtxt(args.inlist).flatten().astype(int) + if args.debug: + # test a source with 2 corrupted observations and 5. + hip_ids = [114114, 18517] + + # do the fit. + for hip_id in hip_ids: + data = HipparcosRereductionJavaTool() + # get info on the IAD without doing any rejection: + header, raw_iad = data.parse(star_id=hip_id, intermediate_data_directory=args.iad_directory, + attempt_adhoc_rejection=False, reject_known=False) + n_transits, n_expected_transits = header.iloc[1][4], header.iloc[0][2] + n_additional_reject = int(n_transits) - int(n_expected_transits) + orbit_number = raw_iad[0].values + correct_id = header.iloc[0][0] + additional_rejected_epochs = find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, + orbit_number, args.cores) + f = open(f"{str(int(correct_id))}.txt", "w") + f.write(str(additional_rejected_epochs)) + f.close() + From 7e80e3554ff8c5b5fe336f225fc4c08ee3fa8b67 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Tue, 25 May 2021 17:57:28 -0700 Subject: [PATCH 40/57] slightly different parallelization --- htof/validation/hip_java_deep_refit.py | 8 ++++++-- 1 file changed, 6 insertions(+), 2 deletions(-) diff --git a/htof/validation/hip_java_deep_refit.py b/htof/validation/hip_java_deep_refit.py index 94b6767..1790813 100755 --- a/htof/validation/hip_java_deep_refit.py +++ b/htof/validation/hip_java_deep_refit.py @@ -102,6 +102,7 @@ def find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, orb 'filepath problems before running the full test on all ~100000 sources.') args = parser.parse_args() + import time hip_ids = np.genfromtxt(args.inlist).flatten().astype(int) if args.debug: @@ -118,8 +119,11 @@ def find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, orb n_additional_reject = int(n_transits) - int(n_expected_transits) orbit_number = raw_iad[0].values correct_id = header.iloc[0][0] - additional_rejected_epochs = find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, - orbit_number, args.cores) + for i in range(10): + t = time.clock() + additional_rejected_epochs = find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, + orbit_number, args.cores) + print(time.clock()- t) f = open(f"{str(int(correct_id))}.txt", "w") f.write(str(additional_rejected_epochs)) f.close() From 64fe6c32b271a13f45e889c423a969f919d25d88 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Tue, 25 May 2021 18:53:00 -0700 Subject: [PATCH 41/57] uint 8 stuff to reduce memory size. --- htof/validation/hip_java_deep_refit.py | 28 +++++++++++++++----------- 1 file changed, 16 insertions(+), 12 deletions(-) diff --git a/htof/validation/hip_java_deep_refit.py b/htof/validation/hip_java_deep_refit.py index 1790813..2c6c3af 100755 --- a/htof/validation/hip_java_deep_refit.py +++ b/htof/validation/hip_java_deep_refit.py @@ -1,6 +1,7 @@ import numpy as np from argparse import ArgumentParser import copy +from scipy.special import comb as nchoosek from htof.parse import partitions, HipparcosRereductionJavaTool @@ -18,11 +19,7 @@ def __init__(self, orbit_index, orbit_multiplicity, orbits_to_keep, orbit_factor self.mask_rejected_resid = mask_rejected_resid def __call__(self, rejects_from_each_orbit): - if np.any(rejects_from_each_orbit > self.orbit_multiplicity): - # ignore any trials of rejects that put e.g. 10 rejects into an orbit with only 4 observations. - # consider moving this out of this call loop.. - return [[0], 1000] - end_index = self.orbit_index + self.orbit_multiplicity - np.array(rejects_from_each_orbit) + end_index = self.orbit_index + self.orbit_multiplicity - rejects_from_each_orbit for s, e in zip(self.orbit_index, end_index): self.orbits_to_keep[s:e] = True # now we want to try a variety of deleting orbits and sliding the other orbits @@ -61,8 +58,13 @@ def find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, orb mask_rejected_resid = (data.along_scan_errs.values > 0).astype(bool)[residuals_to_keep] _orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T - trials = [i for i in partitions(n_additional_reject, num_unique_orbits)] # note that converting this to a list is - # going to eat memory for breakfast + trials = [] + # restrict to trial sets of orbit rejections that are viable. + for rejects_from_each_orbit in partitions(n_additional_reject, num_unique_orbits): + if np.all(rejects_from_each_orbit <= orbit_multiplicity): + trials.append(np.array(rejects_from_each_orbit, dtype=np.uint8)) + trials = np.array(trials, dtype=np.uint8) + print(len(trials)) try: pool = Pool(ncore) engine = Engine(orbit_index, orbit_multiplicity, @@ -119,11 +121,13 @@ def find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, orb n_additional_reject = int(n_transits) - int(n_expected_transits) orbit_number = raw_iad[0].values correct_id = header.iloc[0][0] - for i in range(10): - t = time.clock() - additional_rejected_epochs = find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, - orbit_number, args.cores) - print(time.clock()- t) + norb = len(np.unique(orbit_number)) + comb = nchoosek(norb + n_additional_reject - 1, n_additional_reject - 1) + print(norb, n_additional_reject) + memory_size = comb * 8 + print(memory_size/1e6) + additional_rejected_epochs = find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, + orbit_number, args.cores) f = open(f"{str(int(correct_id))}.txt", "w") f.write(str(additional_rejected_epochs)) f.close() From 672621e568c034c3e6d2a7a136ffac189eb3507e Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Tue, 25 May 2021 18:58:57 -0700 Subject: [PATCH 42/57] memory limiter --- htof/validation/hip_java_deep_refit.py | 17 +++++++++-------- 1 file changed, 9 insertions(+), 8 deletions(-) diff --git a/htof/validation/hip_java_deep_refit.py b/htof/validation/hip_java_deep_refit.py index 2c6c3af..5a9ecac 100755 --- a/htof/validation/hip_java_deep_refit.py +++ b/htof/validation/hip_java_deep_refit.py @@ -122,13 +122,14 @@ def find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, orb orbit_number = raw_iad[0].values correct_id = header.iloc[0][0] norb = len(np.unique(orbit_number)) - comb = nchoosek(norb + n_additional_reject - 1, n_additional_reject - 1) - print(norb, n_additional_reject) + comb = nchoosek(norb + n_additional_reject - 1, norb - 1) memory_size = comb * 8 - print(memory_size/1e6) - additional_rejected_epochs = find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, - orbit_number, args.cores) - f = open(f"{str(int(correct_id))}.txt", "w") - f.write(str(additional_rejected_epochs)) - f.close() + print(comb) + #print(memory_size/1e6) + if comb < 1.2*8145060: # we just don't try it if there are too many combinations + additional_rejected_epochs = find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, + orbit_number, args.cores) + f = open(f"{str(int(correct_id))}.txt", "w") + f.write(str(additional_rejected_epochs)) + f.close() From 13fdedf66171202c27327cf9ee835393f7669483 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Tue, 25 May 2021 19:27:36 -0700 Subject: [PATCH 43/57] better memory cap --- htof/data/epoch_reject_shortlist.csv | 2 ++ htof/validation/hip_java_deep_refit.py | 4 ++-- 2 files changed, 4 insertions(+), 2 deletions(-) diff --git a/htof/data/epoch_reject_shortlist.csv b/htof/data/epoch_reject_shortlist.csv index 91f3942..0395737 100644 --- a/htof/data/epoch_reject_shortlist.csv +++ b/htof/data/epoch_reject_shortlist.csv @@ -2,8 +2,10 @@ hip_id, residual/along_scan_error, orbit/scan_angle/time 18517,'[139, 138, 137, 136, 135, 134]','[4, 11, 30, 45, 82, 93]' 13502,'[131, 130, 129, 128, 127]','[4, 12, 16, 69, 105]' 114114,'[82, 81, 80, 79]','[1, 17, 22, 56]' +7145,'[167, 166, 165, 164, 163]','[6, 73, 94, 100, 155]' 21046,'[124, 123, 122, 121, 120]','[4, 92, 93, 110, 117]' 21479,'[99, 98, 97, 96, 95]','[6, 53, 55, 62, 85]' +4008,'[175, 174, 173, 172, 171, 170]','[2, 40, 97, 129, 146, 147]' 12193,'[92, 91, 90, 89, 88, 87, 86]','[10, 12, 13, 17, 36, 55, 85]' 47131,'[130, 129, 128, 127, 126]','[13, 20, 24, 55, 63]' 45949,'[131, 130, 129, 128, 127]','[54, 77, 105, 106, 110]' diff --git a/htof/validation/hip_java_deep_refit.py b/htof/validation/hip_java_deep_refit.py index 5a9ecac..ee1f8d2 100755 --- a/htof/validation/hip_java_deep_refit.py +++ b/htof/validation/hip_java_deep_refit.py @@ -125,8 +125,8 @@ def find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, orb comb = nchoosek(norb + n_additional_reject - 1, norb - 1) memory_size = comb * 8 print(comb) - #print(memory_size/1e6) - if comb < 1.2*8145060: # we just don't try it if there are too many combinations + print(memory_size/1e9) + if comb < 20558520.0: # we just don't try parallelized if there are too many combinations additional_rejected_epochs = find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, orbit_number, args.cores) f = open(f"{str(int(correct_id))}.txt", "w") From 776385ebb4ae2deac38c0d75bb574f0109d492ab Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Tue, 25 May 2021 19:53:19 -0700 Subject: [PATCH 44/57] parallelization was not worth it. Caused memory allocation issues --- htof/data/hip2_Javatool_flagged.txt | 2 - htof/validation/hip_java_deep_refit.py | 101 +++++++++---------------- 2 files changed, 36 insertions(+), 67 deletions(-) diff --git a/htof/data/hip2_Javatool_flagged.txt b/htof/data/hip2_Javatool_flagged.txt index 038225b..d1189c1 100644 --- a/htof/data/hip2_Javatool_flagged.txt +++ b/htof/data/hip2_Javatool_flagged.txt @@ -1,8 +1,6 @@ 1627 1834 2085 -4008 -7145 8953 9306 14542 diff --git a/htof/validation/hip_java_deep_refit.py b/htof/validation/hip_java_deep_refit.py index ee1f8d2..9512a0a 100755 --- a/htof/validation/hip_java_deep_refit.py +++ b/htof/validation/hip_java_deep_refit.py @@ -1,42 +1,28 @@ import numpy as np from argparse import ArgumentParser -import copy -from scipy.special import comb as nchoosek from htof.parse import partitions, HipparcosRereductionJavaTool -from multiprocessing import Pool - - -class Engine(object): - def __init__(self, orbit_index, orbit_multiplicity, orbits_to_keep, orbit_factors, - residual_factors, mask_rejected_resid): - self.orbit_index = orbit_index - self.orbit_multiplicity = orbit_multiplicity - self.orbits_to_keep = copy.deepcopy(orbits_to_keep) - self.orbit_factors = orbit_factors - self.residual_factors = residual_factors - self.mask_rejected_resid = mask_rejected_resid - - def __call__(self, rejects_from_each_orbit): - end_index = self.orbit_index + self.orbit_multiplicity - rejects_from_each_orbit - for s, e in zip(self.orbit_index, end_index): - self.orbits_to_keep[s:e] = True - # now we want to try a variety of deleting orbits and sliding the other orbits - # upward to fill the vacancy. - # this pops the orbits out and shifts all the orbits after: - orbit_factors = self.orbit_factors[self.orbits_to_keep].T - # this simultaneously deletes one of the residuals, assigns the remaining residuals to the - # shifted orbits, and calculates the chi2 partials vector per orbit: - chi2_vector = (2 * self.residual_factors * orbit_factors).T - # sum the square of the chi2 partials to decide for whether or not it is a stationary point. - sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector[self.mask_rejected_resid], axis=0) ** 2)) - # reset for the next loop: - self.orbits_to_keep[:] = False - return [rejects_from_each_orbit, sum_chisquared_partials] - - -def find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, orbit_number, ncore): +def calculate_sum_chi2_partials(rejects_from_each_orbit, orbit_index, orbit_multiplicity, orbits_to_keep, _orbit_factors, + residual_factors, mask_rejected_resid): + end_index = orbit_index + orbit_multiplicity - rejects_from_each_orbit + for s, e in zip(orbit_index, end_index): + orbits_to_keep[s:e] = True + # now we want to try a variety of deleting orbits and sliding the other orbits + # upward to fill the vacancy. + # this pops the orbits out and shifts all the orbits after: + orbit_factors = _orbit_factors[orbits_to_keep].T + # this simultaneously deletes one of the residuals, assigns the remaining residuals to the + # shifted orbits, and calculates the chi2 partials vector per orbit: + chi2_vector = (2 * residual_factors * orbit_factors).T + # sum the square of the chi2 partials to decide for whether or not it is a stationary point. + sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector[mask_rejected_resid], axis=0) ** 2)) + # reset for the next loop: + orbits_to_keep[:] = False + return rejects_from_each_orbit, sum_chisquared_partials + + +def find_epochs_to_reject_java_largest(data, n_additional_reject, orbit_number): # this is for any java tool object where n_additional_reject is greater than 3. # we assume the scan angles and times of rows in the same orbit are similar, therefore we only have # to try all combinations of distributing n_additional_reject rejected epochs among N orbits @@ -57,25 +43,19 @@ def find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, orb residual_factors = (data.residuals.values / data.along_scan_errs.values ** 2)[residuals_to_keep] mask_rejected_resid = (data.along_scan_errs.values > 0).astype(bool)[residuals_to_keep] _orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T - - trials = [] - # restrict to trial sets of orbit rejections that are viable. + candidate_orbit_rejects = [] + candidate_orbit_chisquared_partials = [] for rejects_from_each_orbit in partitions(n_additional_reject, num_unique_orbits): - if np.all(rejects_from_each_orbit <= orbit_multiplicity): - trials.append(np.array(rejects_from_each_orbit, dtype=np.uint8)) - trials = np.array(trials, dtype=np.uint8) - print(len(trials)) - try: - pool = Pool(ncore) - engine = Engine(orbit_index, orbit_multiplicity, - np.zeros(len(data), dtype=bool), _orbit_factors, - residual_factors, mask_rejected_resid) - out = pool.map(engine, trials) - finally: # This makes sure processes are closed in the end, even if errors happen - pool.close() - pool.join() - candidate_orbit_rejects = [out[i][0] for i in range(len(out))] - candidate_orbit_chisquared_partials = [out[i][1] for i in range(len(out))] + if np.any(rejects_from_each_orbit > orbit_multiplicity): + # ignore any trials of rejects that put e.g. 10 rejects into an orbit with only 4 observations. + continue + rejects_from_each_orbit, sum_chisquared_partials = calculate_sum_chi2_partials(rejects_from_each_orbit, orbit_index, orbit_multiplicity, orbits_to_keep, _orbit_factors, + residual_factors, mask_rejected_resid) + if sum_chisquared_partials > 1: + # if the solution is bad, don't even save it. This will reduce memory usage. + continue + candidate_orbit_rejects.append(rejects_from_each_orbit) + candidate_orbit_chisquared_partials.append(sum_chisquared_partials) rejects_from_each_orbit = np.array(candidate_orbit_rejects)[np.argmin(candidate_orbit_chisquared_partials)] # now transform rejects_from_each_orbit into actual orbit indices that we are going to reject. end_index = orbit_index + orbit_multiplicity - np.array(rejects_from_each_orbit) @@ -97,8 +77,6 @@ def find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, orb help="full path to the intermediate data directory") parser.add_argument("-i", "--inlist", required=False, default=None, help=".txt file with the list of sources you want to refit.") - parser.add_argument("-c", "--cores", required=False, default=1, type=int, - help="Number of cores to use. Default is 1.") parser.add_argument("--debug", action='store_true', default=False, required=False, help='If true, this will run the refit test on only 500 sources. Useful to check for ' 'filepath problems before running the full test on all ~100000 sources.') @@ -121,15 +99,8 @@ def find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, orb n_additional_reject = int(n_transits) - int(n_expected_transits) orbit_number = raw_iad[0].values correct_id = header.iloc[0][0] - norb = len(np.unique(orbit_number)) - comb = nchoosek(norb + n_additional_reject - 1, norb - 1) - memory_size = comb * 8 - print(comb) - print(memory_size/1e9) - if comb < 20558520.0: # we just don't try parallelized if there are too many combinations - additional_rejected_epochs = find_epochs_to_reject_java_large_parallelized(data, n_additional_reject, - orbit_number, args.cores) - f = open(f"{str(int(correct_id))}.txt", "w") - f.write(str(additional_rejected_epochs)) - f.close() + additional_rejected_epochs = find_epochs_to_reject_java_largest(data, n_additional_reject, orbit_number) + f = open(f"{str(int(correct_id))}.txt", "w") + f.write(str(additional_rejected_epochs)) + f.close() From b0ce62760e66d0f8d394353a693df14bf7b68ecc Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Wed, 26 May 2021 09:15:55 -0700 Subject: [PATCH 45/57] update flagged list --- htof/data/hip2_Javatool_flagged.txt | 12 ------------ 1 file changed, 12 deletions(-) diff --git a/htof/data/hip2_Javatool_flagged.txt b/htof/data/hip2_Javatool_flagged.txt index d1189c1..d677b06 100644 --- a/htof/data/hip2_Javatool_flagged.txt +++ b/htof/data/hip2_Javatool_flagged.txt @@ -32,12 +32,6 @@ 50843 52599 52661 -53300 -54101 -54543 -56533 -57260 -57607 59267 59844 60180 @@ -46,10 +40,6 @@ 65166 66696 66825 -67439 -68137 -69695 -74337 75018 77598 78721 @@ -77,8 +67,6 @@ 94162 94312 94489 -96458 -97629 97717 98190 98856 From f8998e38719e58d6c3a5a2a5bce850d8aeebfb22 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Wed, 26 May 2021 11:06:00 -0700 Subject: [PATCH 46/57] no longer saving iterations as a list. better for memory --- htof/data/hip2_Javatool_flagged.txt | 46 ----------------------------- htof/parse.py | 4 +-- 2 files changed, 1 insertion(+), 49 deletions(-) diff --git a/htof/data/hip2_Javatool_flagged.txt b/htof/data/hip2_Javatool_flagged.txt index d677b06..f11fe3c 100644 --- a/htof/data/hip2_Javatool_flagged.txt +++ b/htof/data/hip2_Javatool_flagged.txt @@ -2,94 +2,48 @@ 1834 2085 8953 -9306 14542 19057 -20429 23950 24169 28134 -28770 28874 -30785 -34922 35793 37515 38923 -38965 39751 40060 -41201 -41588 42831 42926 42975 -43541 48036 -48405 48662 50722 -50843 -52599 -52661 59267 -59844 -60180 62986 65006 65166 66696 -66825 75018 77598 78721 -79932 80259 -80432 -81835 -82516 -83674 83866 -84004 84123 -84213 84329 -89596 89669 -89968 -90241 92013 -92235 -92400 92420 93424 -93785 -94162 -94312 -94489 97717 98190 98856 99021 99362 -99653 -100135 -101023 101282 102949 104130 104214 -105788 -106583 106642 108630 -108728 -109070 -112626 -112887 -114489 -116758 -116883 117099 -117185 -118188 diff --git a/htof/parse.py b/htof/parse.py index 03fd24b..b8be9a7 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -541,8 +541,6 @@ def find_epochs_to_reject_java(data: DataParser, n_additional_reject): resid_reject_idx = [len(data) - 1 - i for i in range(int(n_additional_reject))] # always reject the repeated observations. # need to iterate over popping orbit combinations orbits_to_keep = np.ones(len(data), dtype=bool) - orbit_combinations = list(set(itertools.combinations(possible_rejects, int(n_additional_reject)))) - # residuals_to_keep = np.ones(len(data), dtype=bool) residuals_to_keep[resid_reject_idx] = False @@ -554,7 +552,7 @@ def find_epochs_to_reject_java(data: DataParser, n_additional_reject): # do those in 10,000 orbit chunks in memory and gain a factor of 10,000 speed up. candidate_orbit_rejects = [] candidate_orbit_chisquared_partials = [] - for orbit_to_reject in orbit_combinations: + for orbit_to_reject in itertools.combinations(possible_rejects, int(n_additional_reject)): orbits_to_keep[list(orbit_to_reject)] = False # now we want to try a variety of deleting orbits and sliding the other orbits # upward to fill the vacancy. From 0d16b31cb604a2dfccac03879f960ef253688e9d Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Wed, 26 May 2021 11:09:14 -0700 Subject: [PATCH 47/57] more sources tested from the precomputed list, updated that list --- htof/data/epoch_reject_shortlist.csv | 58 +++++++++ .../Hip21/IntermediateData/H021000.csv | 46 +++++++ .../Hip21/IntermediateData/H094312.csv | 118 ++++++++++++++++++ htof/test/test_parse.py | 7 +- 4 files changed, 225 insertions(+), 4 deletions(-) create mode 100644 htof/test/data_for_tests/Hip21/IntermediateData/H021000.csv create mode 100644 htof/test/data_for_tests/Hip21/IntermediateData/H094312.csv diff --git a/htof/data/epoch_reject_shortlist.csv b/htof/data/epoch_reject_shortlist.csv index 0395737..8d177c1 100644 --- a/htof/data/epoch_reject_shortlist.csv +++ b/htof/data/epoch_reject_shortlist.csv @@ -1,17 +1,75 @@ hip_id, residual/along_scan_error, orbit/scan_angle/time +100135,'[153, 152, 151, 150, 149]','[5, 28, 29, 33, 75]' +57607,'[106, 105, 104, 103, 102]','[18, 42, 43, 61, 86]' 18517,'[139, 138, 137, 136, 135, 134]','[4, 11, 30, 45, 82, 93]' +56533,'[91, 90, 89, 88, 87]','[14, 49, 54, 68, 85]' +94489,'[126, 125, 124, 123, 122]','[6, 22, 59, 60, 106]' +52661,'[133, 132, 131, 130, 129, 128]','[10, 27, 28, 96, 105, 106]' +68137,'[83, 82, 81, 80, 79]','[4, 24, 28, 30, 31]' +41201,'[57, 56, 55, 54, 53, 52, 51]','[0, 1, 29, 30, 37, 42, 48]' 13502,'[131, 130, 129, 128, 127]','[4, 12, 16, 69, 105]' 114114,'[82, 81, 80, 79]','[1, 17, 22, 56]' 7145,'[167, 166, 165, 164, 163]','[6, 73, 94, 100, 155]' +96458,'[122, 121, 120, 119, 118]','[15, 39, 63, 66, 73]' +54543,'[120, 119, 118, 117, 116, 115, 114, 113]','[1, 11, 28, 37, 38, 46, 51, 118]' 21046,'[124, 123, 122, 121, 120]','[4, 92, 93, 110, 117]' +106583,'[124, 123, 122, 121, 120]','[10, 13, 61, 70, 120]' +94162,'[149, 148, 147, 146, 145, 144]','[4, 15, 31, 36, 63, 101]' +43541,'[162, 161, 160, 159, 158]','[32, 52, 64, 134, 154]' +90241,'[49, 48, 47, 46, 45]','[7, 9, 10, 38, 44]' +93785,'[88, 87, 86, 85, 84]','[3, 8, 19, 30, 53]' +112626,'[126, 125, 124, 123, 122]','[15, 32, 88, 93, 120]' +79932,'[118, 117, 116, 115, 114]','[24, 27, 59, 86, 97]' +105788,'[94, 93, 92, 91, 90]','[7, 13, 38, 56, 78]' 21479,'[99, 98, 97, 96, 95]','[6, 53, 55, 62, 85]' +9306,'[134, 133, 132, 131, 130, 129, 128]','[2, 9, 16, 91, 95, 110, 127]' 4008,'[175, 174, 173, 172, 171, 170]','[2, 40, 97, 129, 146, 147]' +82516,'[96, 95, 94, 93, 92]','[6, 15, 22, 81, 96]' +112887,'[154, 153, 152, 151, 150]','[33, 70, 122, 123, 154]' +54101,'[126, 125, 124, 123, 122, 121]','[7, 24, 32, 68, 89, 126]' +84213,'[95, 94, 93, 92, 91, 90]','[4, 17, 29, 30, 66, 79]' 12193,'[92, 91, 90, 89, 88, 87, 86]','[10, 12, 13, 17, 36, 55, 85]' +60180,'[144, 143, 142, 141, 140]','[4, 6, 16, 42, 53]' +53300,'[124, 123, 122, 121, 120, 119, 118, 117]','[8, 14, 31, 33, 50, 79, 87, 103]' +67439,'[80, 79, 78, 77, 76]','[9, 17, 26, 30, 46]' +97629,'[115, 114, 113, 112, 111, 110]','[22, 23, 41, 81, 82, 98]' +81835,'[128, 127, 126, 125, 124, 123]','[19, 21, 53, 75, 89, 90]' +99653,'[130, 129, 128, 127, 126]','[3, 9, 20, 40, 106]' +50843,'[137, 136, 135, 134, 133, 132]','[20, 28, 38, 47, 98, 133]' +34922,'[115, 114, 113, 112, 111]','[7, 9, 73, 103, 113]' +108728,'[150, 149, 148, 147, 146]','[7, 34, 39, 42, 93]' +83674,'[94, 93, 92, 91, 90, 89]','[4, 11, 12, 39, 57, 84]' +92235,'[98, 97, 96, 95, 94, 93]','[3, 4, 8, 12, 14, 59]' +59844,'[174, 173, 172, 171, 170]','[8, 60, 61, 109, 119]' +48405,'[104, 103, 102, 101, 100, 99]','[24, 39, 45, 46, 54, 69]' 47131,'[130, 129, 128, 127, 126]','[13, 20, 24, 55, 63]' +101023,'[133, 132, 131, 130, 129]','[19, 26, 56, 96, 112]' +57260,'[135, 134, 133, 132, 131, 130]','[10, 26, 59, 60, 72, 115]' +80432,'[154, 153, 152, 151, 150]','[7, 18, 42, 107, 138]' +52599,'[100, 99, 98, 97, 96, 95]','[13, 48, 84, 90, 95, 100]' +66825,'[146, 145, 144, 143, 142, 141]','[26, 27, 43, 50, 53, 142]' +109070,'[128, 127, 126, 125, 124, 123]','[0, 80, 81, 90, 113, 128]' 45949,'[131, 130, 129, 128, 127]','[54, 77, 105, 106, 110]' +74337,'[125, 124, 123, 122, 121, 120, 119]','[8, 9, 41, 93, 108, 111, 121]' +116758,'[81, 80, 79, 78, 77]','[3, 15, 29, 52, 81]' 12302,'[130, 129, 128, 127, 126]','[20, 72, 73, 92, 93]' +38965,'[184, 183, 182, 181, 180, 179]','[20, 70, 74, 96, 158, 175]' +28770,'[146, 145, 144, 143, 142, 141]','[22, 52, 104, 127, 132, 139]' +118188,'[173, 172, 171, 170, 169]','[89, 90, 118, 142, 156]' +69695,'[179, 178, 177, 176, 175, 174, 173]','[4, 8, 126, 137, 143, 158, 166]' +30785,'[160, 159, 158, 157, 156]','[11, 22, 71, 87, 107]' 21000,'[40, 39, 38, 37, 36, 35, 34, 33, 32, 31]','[13, 14, 15, 16, 21, 22, 23, 24, 34, 36]' +94312,'[112, 111, 110, 109, 108]','[23, 97, 110, 111, 112]' 516,'[150, 149, 148, 147, 146]','[123, 124, 144, 145, 150]' +84004,'[105, 104, 103, 102, 101]','[15, 20, 69, 86, 105]' 36685,'[116, 115, 114, 113, 112]','[2, 10, 15, 22, 96]' 22170,'[109, 108, 107, 106, 105]','[9, 13, 35, 56, 79]' +116883,'[142, 141, 140, 139, 138]','[2, 19, 77, 128, 131]' 17447,'[135, 134, 133, 132, 131]','[13, 27, 41, 55, 98]' +20429,'[149, 148, 147, 146, 145, 144]','[4, 5, 80, 92, 112, 120]' +114489,'[71, 70, 69, 68, 67]','[8, 13, 34, 50, 68]' +41588,'[122, 121, 120, 119, 118, 117]','[24, 25, 38, 51, 89, 113]' +117185,'[93, 92, 91, 90, 89]','[27, 33, 64, 79, 92]' +89596,'[79, 78, 77, 76, 75, 74]','[3, 39, 40, 47, 56, 69]' +92400,'[127, 126, 125, 124, 123, 122]','[68, 104, 112, 114, 126, 127]' +89968,'[81, 80, 79, 78, 77]','[9, 39, 40, 52, 69]' diff --git a/htof/test/data_for_tests/Hip21/IntermediateData/H021000.csv b/htof/test/data_for_tests/Hip21/IntermediateData/H021000.csv new file mode 100644 index 0000000..d2645d9 --- /dev/null +++ b/htof/test/data_for_tests/Hip21/IntermediateData/H021000.csv @@ -0,0 +1,46 @@ + 21000 -1 31 -1 5 -1 -1 0 + 9.971 0.600 0 5 41 0 + 67.55216598 5.29852743 93.67 97.46 119.01 + 7.90600014 5.83300018 7.62 9.86 7.07 + + 171 -1.1983 0.3670 -0.7460 0.6659 0.59 6.19 + 171 -1.1983 0.3648 -0.7439 0.6682 -9.39 5.76 + 171 -1.1983 0.3636 -0.7424 0.6699 -2.51 4.82 + 172 -1.1971 0.3603 -0.7353 0.6777 0.31 6.77 + 211 -1.1495 -0.5985 0.4232 0.9060 -31.71 6.12 + 211 -1.1495 -0.5973 0.4222 0.9065 -7.81 5.58 + 211 -1.1495 -0.6009 0.4263 0.9046 26.16 5.85 + 211 -1.1495 -0.6004 0.4259 0.9048 -26.99 5.38 + 578 -0.7035 -0.3041 0.0001 -1.0000 -34.21 4.78 + 578 -0.7035 -0.3036 0.0009 -1.0000 -28.12 4.91 + 609 -0.6658 0.5417 0.8027 -0.5963 20.90 4.76 + 683 -0.5759 -0.6833 -0.5749 -0.8182 10.79 7.74 + 683 -0.5759 -0.6827 -0.5743 -0.8186 13.73 5.23 +1055 -0.1238 0.6560 -0.8099 0.5866 8.39 8.22 +1055 -0.1238 0.6556 -0.8095 0.5871 7.62 7.74 +1055 -0.1238 0.6544 -0.8086 0.5884 4.87 5.41 +1055 -0.1238 0.6539 -0.8081 0.5891 7.03 7.02 +1122 -0.0424 -0.5946 0.5916 0.8062 -15.71 5.87 +1122 -0.0424 -0.5934 0.5901 0.8073 26.68 5.80 +1122 -0.0424 -0.5926 0.5891 0.8081 -16.30 6.69 +1122 -0.0424 -0.5926 0.5891 0.8081 42.52 6.14 +1158 0.0013 0.3811 -0.4234 0.9059 -38.38 9.95 +1158 0.0013 0.3808 -0.4234 0.9060 2.04 6.74 +1158 0.0013 0.3847 -0.4278 0.9039 -45.05 7.13 +1158 0.0013 0.3836 -0.4269 0.9043 6.37 5.97 +1462 0.3707 -0.6524 -0.4747 -0.8802 -0.40 5.94 +1462 0.3707 -0.6517 -0.4739 -0.8806 -38.79 8.10 +1462 0.3707 -0.6521 -0.4746 -0.8802 -3.97 7.17 +1462 0.3707 -0.6508 -0.4728 -0.8812 -7.27 6.59 +1463 0.3718 -0.6500 -0.4724 -0.8814 4.45 6.88 +1524 0.4461 0.6548 0.7328 -0.6804 2.18 6.87 +1524 0.4461 0.6548 0.7329 -0.6804 -43.52 7.13 +1524 0.4461 0.6539 0.7319 -0.6814 7.90 5.97 +1524 0.4461 0.6525 0.7307 -0.6828 1.12 5.94 +1836 0.8250 0.5022 -0.7962 0.6051 -81.97 5.54 +1837 0.8261 0.5023 -0.7935 0.6086 -27.31 8.10 +1837 0.8261 0.4999 -0.7916 0.6110 -151.23 8.17 +1887 0.8869 -0.6664 0.5293 0.8485 -12.49 7.17 +1887 0.8869 -0.6678 0.5309 0.8475 -15.82 6.59 +1887 0.8869 -0.6681 0.5312 0.8473 -4.11 6.88 +1887 0.8869 -0.6682 0.5314 0.8471 -6.38 6.87 diff --git a/htof/test/data_for_tests/Hip21/IntermediateData/H094312.csv b/htof/test/data_for_tests/Hip21/IntermediateData/H094312.csv new file mode 100644 index 0000000..160fda3 --- /dev/null +++ b/htof/test/data_for_tests/Hip21/IntermediateData/H094312.csv @@ -0,0 +1,118 @@ + 94312 -1 108 -1 5 -1 -1 0 +12.547 0.000 0 5 113 0 +287.94311048 -31.12939870 -2.35 13.07 -1.89 + 7.23500013 3.31900001 7.36 9.20 5.38 + + 298 -1.0438 -0.5973 -0.4887 -0.8724 26.57 11.95 + 298 -1.0438 -0.5980 -0.4891 -0.8723 -24.53 11.42 + 298 -1.0438 -0.5978 -0.4890 -0.8723 -1.17 13.53 + 353 -0.9770 0.6771 0.7554 -0.6552 -3.18 13.11 + 354 -0.9759 0.6763 0.7544 -0.6564 0.70 13.27 + 354 -0.9759 0.6759 0.7540 -0.6569 -16.39 12.52 + 691 -0.5661 0.4661 -0.7003 0.7139 43.67 16.82 + 691 -0.5661 0.4654 -0.6994 0.7148 -4.13 12.32 + 691 -0.5661 0.4611 -0.6954 0.7186 9.14 17.36 + 691 -0.5661 0.4614 -0.6957 0.7183 -6.10 13.11 + 738 -0.5090 -0.6619 0.5510 0.8345 -22.00 14.56 + 738 -0.5090 -0.6620 0.5511 0.8344 -4.78 12.77 + 797 -0.4373 0.6263 -0.7129 0.7013 -63.39 14.06 +1082 -0.0910 -0.3549 -0.2214 -0.9752 -6.44 13.96 +1082 -0.0910 -0.3499 -0.2154 -0.9765 -30.57 12.58 +1082 -0.0910 -0.3514 -0.2168 -0.9762 -7.16 12.07 +1082 -0.0910 -0.3481 -0.2122 -0.9772 22.51 15.10 +1082 -0.0910 -0.3430 -0.2058 -0.9786 0.44 15.92 +1116 -0.0497 0.5766 0.7530 -0.6580 -15.21 13.21 +1117 -0.0485 0.5821 0.7556 -0.6550 -61.48 14.09 +1117 -0.0485 0.5834 0.7566 -0.6539 23.71 12.82 +1117 -0.0485 0.5862 0.7592 -0.6508 34.70 16.31 +1185 0.0341 -0.6648 -0.5951 -0.8036 -27.88 13.26 +1482 0.3950 -0.0298 -0.2254 0.9743 -31.36 12.76 +1483 0.3961 -0.0388 -0.2127 0.9771 12.04 15.80 +1483 0.3961 -0.0386 -0.2136 0.9769 -17.11 14.77 +1483 0.3961 -0.0438 -0.2053 0.9787 -33.57 15.63 +1483 0.3961 -0.0449 -0.2041 0.9789 -12.71 15.81 +1483 0.3961 -0.0484 -0.1992 0.9800 17.68 14.12 +1483 0.3961 -0.0495 -0.1989 0.9800 -13.25 13.24 +1484 0.3974 -0.0675 -0.1732 0.9849 -13.92 13.33 +1484 0.3974 -0.0684 -0.1723 0.9850 -10.74 14.13 +1484 0.3974 -0.0724 -0.1670 0.9860 -0.07 14.77 +1484 0.3974 -0.0726 -0.1661 0.9861 -29.51 12.74 +1484 0.3974 -0.0778 -0.1594 0.9872 11.56 11.42 +1484 0.3974 -0.0788 -0.1580 0.9874 -48.46 14.17 +1485 0.3986 -0.0851 -0.1477 0.9890 -41.24 13.42 +1485 0.3986 -0.0855 -0.1471 0.9891 2.76 16.88 +1485 0.3986 -0.0913 -0.1399 0.9902 -22.49 15.30 +1485 0.3986 -0.0921 -0.1387 0.9903 -39.96 16.76 +1485 0.3986 -0.0963 -0.1338 0.9910 -31.20 14.94 +1485 0.3986 -0.0969 -0.1327 0.9912 -4.67 13.92 +1485 0.3986 -0.1013 -0.1262 0.9920 23.06 13.53 +1485 0.3986 -0.1013 -0.1260 0.9920 17.68 16.48 +1486 0.3996 -0.1097 -0.1142 0.9935 38.87 15.25 +1486 0.3996 -0.1104 -0.1134 0.9935 -20.23 16.64 +1486 0.3996 -0.1157 -0.1068 0.9943 6.29 15.79 +1486 0.3996 -0.1154 -0.1069 0.9943 -37.60 18.45 +1486 0.3996 -0.1213 -0.0984 0.9951 -20.64 17.07 +1487 0.4010 -0.1335 -0.0813 0.9967 -1.44 14.95 +1487 0.4010 -0.1350 -0.0799 0.9968 66.86 21.13 +1487 0.4010 -0.1393 -0.0740 0.9973 5.03 17.32 +1487 0.4010 -0.1405 -0.0730 0.9973 -1.05 22.23 +1487 0.4010 -0.1459 -0.0662 0.9978 16.38 16.66 +1487 0.4010 -0.1462 -0.0650 0.9979 3.07 19.40 +1488 0.4024 -0.1641 -0.0403 0.9992 11.19 17.75 +1488 0.4024 -0.1651 -0.0394 0.9992 4.26 17.77 +1488 0.4024 -0.1690 -0.0333 0.9994 -9.98 16.35 +1488 0.4024 -0.1686 -0.0326 0.9995 -21.34 14.53 +1488 0.4024 -0.1759 -0.0247 0.9997 0.87 16.40 +1489 0.4035 -0.1821 -0.0149 0.9999 3.74 16.29 +1489 0.4035 -0.1837 -0.0135 0.9999 8.43 16.58 +1489 0.4035 -0.1889 -0.0063 1.0000 26.97 16.38 +1489 0.4035 -0.1883 -0.0065 1.0000 24.11 18.32 +1489 0.4035 -0.1939 -0.0001 1.0000 -9.92 17.30 +1489 0.4035 -0.1943 0.0007 1.0000 -7.60 19.17 +1489 0.4035 -0.1998 0.0082 1.0000 -28.10 17.88 +1489 0.4035 -0.2006 0.0090 1.0000 -23.44 15.94 +1490 0.4047 -0.2100 0.0217 0.9998 26.19 16.90 +1490 0.4047 -0.2134 0.0276 0.9996 -12.19 19.87 +1490 0.4047 -0.2146 0.0285 0.9996 5.12 17.81 +1490 0.4047 -0.2191 0.0344 0.9994 19.28 14.22 +1490 0.4047 -0.2201 0.0352 0.9994 -19.79 18.99 +1490 0.4047 -0.2233 0.0404 0.9992 -13.94 17.34 +1490 0.4047 -0.2233 0.0401 0.9992 -3.44 13.26 +1491 0.4059 -0.2343 0.0549 0.9985 34.86 12.54 +1491 0.4059 -0.2344 0.0558 0.9984 22.86 13.04 +1491 0.4059 -0.2379 0.0601 0.9982 -8.32 13.21 +1491 0.4059 -0.2378 0.0599 0.9982 20.10 13.40 +1491 0.4059 -0.2433 0.0670 0.9978 1.19 13.91 +1491 0.4059 -0.2444 0.0683 0.9977 5.71 14.07 +1491 0.4059 -0.2482 0.0735 0.9973 17.60 12.65 +1491 0.4059 -0.2486 0.0739 0.9973 44.77 15.83 +1492 0.4071 -0.2584 0.0870 0.9962 -0.28 17.71 +1492 0.4071 -0.2591 0.0877 0.9961 20.09 16.00 +1492 0.4071 -0.2622 0.0932 0.9956 -15.77 17.28 +1492 0.4071 -0.2677 0.0997 0.9950 52.37 16.74 +1651 0.6003 -0.4791 0.5192 0.8546 4.25 15.21 +1651 0.6003 -0.4784 0.5180 0.8554 1.37 16.25 +1651 0.6003 -0.4751 0.5145 0.8575 8.87 14.38 +1651 0.6003 -0.4735 0.5127 0.8586 -65.57 11.36 +1651 0.6003 -0.4714 0.5104 0.8599 31.09 14.97 +1676 0.6307 0.2052 -0.2667 0.9638 12.58 14.10 +1676 0.6307 0.2110 -0.2742 0.9617 17.26 14.40 +1676 0.6307 0.2115 -0.2746 0.9616 -23.89 17.27 +1676 0.6307 0.2148 -0.2787 0.9604 37.79 13.23 +1676 0.6307 0.2123 -0.2786 0.9604 -13.17 15.49 +1676 0.6307 0.2202 -0.2864 0.9581 65.18 16.50 +1965 0.9816 -0.6574 -0.5516 -0.8341 7.63 20.40 +1965 0.9816 -0.6575 -0.5516 -0.8341 11.20 15.72 +1965 0.9816 -0.6560 -0.5505 -0.8349 5.04 17.41 +2030 1.0606 0.6070 0.6931 -0.7208 -14.12 14.88 +2030 1.0606 0.6063 0.6927 -0.7212 -10.85 16.04 +2031 1.0618 0.6006 0.6874 -0.7263 -19.39 14.42 +2070 1.1091 -0.3531 -0.4160 -0.9094 3.27 14.17 +2070 1.1091 -0.3559 -0.4194 -0.9078 -13.46 14.73 +2070 1.1091 -0.3579 -0.4213 -0.9069 -45.85 12.32 +2070 1.1091 -0.3612 -0.4259 -0.9048 41.97 11.84 +2070 1.1091 -0.3614 -0.4257 -0.9049 -10.89 14.73 +2070 1.1091 -0.3640 -0.4288 -0.9034 -558.70 5.06 +2070 1.1091 -0.3636 -0.4291 -0.9032 90.84 6.70 +2728 1.9082 -0.3498 -0.2164 -0.9763 -45.36 12.32 +2728 1.9082 -0.3497 -0.2154 -0.9765 42.45 11.84 diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index b751da0..cde701b 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -174,12 +174,11 @@ def test_reject_obs(self, hip_id, rej_obs): assert np.allclose(np.sort(data.additional_rejected_epochs['residual/along_scan_error']), np.sort(rej_obs['residual/along_scan_error'])) - def test_reject_obs_from_precomputed_list(self): - # hip 651 is a great test source because it has 3 rejected observations (negative AL errors) - # and it has an uncatalogued rejection that we need to fix (i.e., an extra, 4th, rejection). + @pytest.mark.parametrize("hip_id", [17447, 21000, 94312]) + def test_reject_obs_from_precomputed_list(self, hip_id): test_data_directory = os.path.join(os.getcwd(), 'htof/test/data_for_tests/Hip21') data = HipparcosRereductionJavaTool() - data.parse(star_id=17447, intermediate_data_directory=test_data_directory) + data.parse(star_id=hip_id, intermediate_data_directory=test_data_directory) sum_chi2_partials = calculate_chisq_partials(data) assert sum_chi2_partials < 0.12 # assert that the IAD reflect a solution that is a stationary point From d9d788c128945d469fac23ab3533791291e5ecbf Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Wed, 26 May 2021 13:34:46 -0700 Subject: [PATCH 48/57] updated list --- README.rst | 11 ++++++++--- htof/data/epoch_reject_shortlist.csv | 10 ++++++++++ htof/data/hip2_Javatool_flagged.txt | 10 ---------- 3 files changed, 18 insertions(+), 13 deletions(-) diff --git a/README.rst b/README.rst index e9dde18..466e89e 100644 --- a/README.rst +++ b/README.rst @@ -263,9 +263,14 @@ Flagged Sources There are a small number of sources in the original reduction of Hipparcos and the re-reductions (e.g. the DVD version of the 2007 re-reduction) that HTOF cannot well refit. These sources should be used cautiously and are listed by HIP ID in the files in the htof/data directory, e.g. htof/data/hip1_flagged.txt for the 1997 reduction and -htof/data/hip2_dvd_flagged.txt for the 2007 re-reduction which came on the DVD accompanying the book. Every source in -these lists have a difference in the catalog best fit proper motions and the HTOF refit proper motions in excess -of 0.02 mas/yr in either RA or DEC or both. +htof/data/hip2_dvd_flagged.txt for the 2007 re-reduction which came on the DVD accompanying the book. +Every source in these lists have a difference in the catalog best fit proper motions and the HTOF refit proper motions in excess +of 0.1 mas/yr in either RA or DEC or both. +There is an additional data corruption in the 2007 DVD version of the IAD, that makes nearly 8000 sources hard to refit. +One will notice that hip2_dvd_flagged.txt has 7550 items. +We have corrected this corruption in the Java tool IAD, and so we recommend using this IAD (when it is available). +By contrast, hip2_Javatool_flagged.txt has only 39 entries. These 39 sources are the only ones that htof cannot handle +satisfactorially. This list may shrink in the future. Astrometric Gaps diff --git a/htof/data/epoch_reject_shortlist.csv b/htof/data/epoch_reject_shortlist.csv index 8d177c1..075cbd0 100644 --- a/htof/data/epoch_reject_shortlist.csv +++ b/htof/data/epoch_reject_shortlist.csv @@ -1,19 +1,23 @@ hip_id, residual/along_scan_error, orbit/scan_angle/time 100135,'[153, 152, 151, 150, 149]','[5, 28, 29, 33, 75]' 57607,'[106, 105, 104, 103, 102]','[18, 42, 43, 61, 86]' +39751,'[131, 130, 129, 128, 127, 126, 125]','[60, 61, 69, 80, 100, 111, 113]' 18517,'[139, 138, 137, 136, 135, 134]','[4, 11, 30, 45, 82, 93]' 56533,'[91, 90, 89, 88, 87]','[14, 49, 54, 68, 85]' 94489,'[126, 125, 124, 123, 122]','[6, 22, 59, 60, 106]' 52661,'[133, 132, 131, 130, 129, 128]','[10, 27, 28, 96, 105, 106]' 68137,'[83, 82, 81, 80, 79]','[4, 24, 28, 30, 31]' +89669,'[132, 131, 130, 129, 128, 127]','[11, 12, 75, 76, 115, 119]' 41201,'[57, 56, 55, 54, 53, 52, 51]','[0, 1, 29, 30, 37, 42, 48]' 13502,'[131, 130, 129, 128, 127]','[4, 12, 16, 69, 105]' 114114,'[82, 81, 80, 79]','[1, 17, 22, 56]' +78721,'[117, 116, 115, 114, 113, 112]','[9, 51, 63, 83, 91, 96]' 7145,'[167, 166, 165, 164, 163]','[6, 73, 94, 100, 155]' 96458,'[122, 121, 120, 119, 118]','[15, 39, 63, 66, 73]' 54543,'[120, 119, 118, 117, 116, 115, 114, 113]','[1, 11, 28, 37, 38, 46, 51, 118]' 21046,'[124, 123, 122, 121, 120]','[4, 92, 93, 110, 117]' 106583,'[124, 123, 122, 121, 120]','[10, 13, 61, 70, 120]' +14542,'[224, 223, 222, 221, 220, 219]','[4, 46, 55, 92, 170, 224]' 94162,'[149, 148, 147, 146, 145, 144]','[4, 15, 31, 36, 63, 101]' 43541,'[162, 161, 160, 159, 158]','[32, 52, 64, 134, 154]' 90241,'[49, 48, 47, 46, 45]','[7, 9, 10, 38, 44]' @@ -22,6 +26,7 @@ hip_id, residual/along_scan_error, orbit/scan_angle/time 79932,'[118, 117, 116, 115, 114]','[24, 27, 59, 86, 97]' 105788,'[94, 93, 92, 91, 90]','[7, 13, 38, 56, 78]' 21479,'[99, 98, 97, 96, 95]','[6, 53, 55, 62, 85]' +108630,'[166, 165, 164, 163, 162, 161]','[7, 12, 38, 50, 105, 126]' 9306,'[134, 133, 132, 131, 130, 129, 128]','[2, 9, 16, 91, 95, 110, 127]' 4008,'[175, 174, 173, 172, 171, 170]','[2, 40, 97, 129, 146, 147]' 82516,'[96, 95, 94, 93, 92]','[6, 15, 22, 81, 96]' @@ -29,17 +34,22 @@ hip_id, residual/along_scan_error, orbit/scan_angle/time 54101,'[126, 125, 124, 123, 122, 121]','[7, 24, 32, 68, 89, 126]' 84213,'[95, 94, 93, 92, 91, 90]','[4, 17, 29, 30, 66, 79]' 12193,'[92, 91, 90, 89, 88, 87, 86]','[10, 12, 13, 17, 36, 55, 85]' +24169,'[87, 86, 85, 84, 83, 82]','[10, 13, 23, 41, 56, 57]' 60180,'[144, 143, 142, 141, 140]','[4, 6, 16, 42, 53]' +106642,'[134, 133, 132, 131, 130, 129]','[11, 20, 67, 76, 113, 129]' +102949,'[142, 141, 140, 139, 138, 137, 136]','[21, 31, 47, 93, 111, 134, 138]' 53300,'[124, 123, 122, 121, 120, 119, 118, 117]','[8, 14, 31, 33, 50, 79, 87, 103]' 67439,'[80, 79, 78, 77, 76]','[9, 17, 26, 30, 46]' 97629,'[115, 114, 113, 112, 111, 110]','[22, 23, 41, 81, 82, 98]' 81835,'[128, 127, 126, 125, 124, 123]','[19, 21, 53, 75, 89, 90]' +80259,'[157, 156, 155, 154, 153, 152]','[5, 18, 31, 89, 94, 143]' 99653,'[130, 129, 128, 127, 126]','[3, 9, 20, 40, 106]' 50843,'[137, 136, 135, 134, 133, 132]','[20, 28, 38, 47, 98, 133]' 34922,'[115, 114, 113, 112, 111]','[7, 9, 73, 103, 113]' 108728,'[150, 149, 148, 147, 146]','[7, 34, 39, 42, 93]' 83674,'[94, 93, 92, 91, 90, 89]','[4, 11, 12, 39, 57, 84]' 92235,'[98, 97, 96, 95, 94, 93]','[3, 4, 8, 12, 14, 59]' +66696,'[126, 125, 124, 123, 122, 121, 120]','[0, 26, 48, 53, 79, 80, 107]' 59844,'[174, 173, 172, 171, 170]','[8, 60, 61, 109, 119]' 48405,'[104, 103, 102, 101, 100, 99]','[24, 39, 45, 46, 54, 69]' 47131,'[130, 129, 128, 127, 126]','[13, 20, 24, 55, 63]' diff --git a/htof/data/hip2_Javatool_flagged.txt b/htof/data/hip2_Javatool_flagged.txt index f11fe3c..d088853 100644 --- a/htof/data/hip2_Javatool_flagged.txt +++ b/htof/data/hip2_Javatool_flagged.txt @@ -2,16 +2,13 @@ 1834 2085 8953 -14542 19057 23950 -24169 28134 28874 35793 37515 38923 -39751 40060 42831 42926 @@ -23,15 +20,11 @@ 62986 65006 65166 -66696 75018 77598 -78721 -80259 83866 84123 84329 -89669 92013 92420 93424 @@ -41,9 +34,6 @@ 99021 99362 101282 -102949 104130 104214 -106642 -108630 117099 From be9f16b9a435f7155c5b15176aa125daf2fc5ba7 Mon Sep 17 00:00:00 2001 From: Trace Andreason Date: Thu, 27 May 2021 19:13:32 -0700 Subject: [PATCH 49/57] no transpose --- htof/validation/hip_java_deep_refit.py | 9 ++++++--- 1 file changed, 6 insertions(+), 3 deletions(-) diff --git a/htof/validation/hip_java_deep_refit.py b/htof/validation/hip_java_deep_refit.py index 9512a0a..ee2ceba 100755 --- a/htof/validation/hip_java_deep_refit.py +++ b/htof/validation/hip_java_deep_refit.py @@ -11,10 +11,10 @@ def calculate_sum_chi2_partials(rejects_from_each_orbit, orbit_index, orbit_mult # now we want to try a variety of deleting orbits and sliding the other orbits # upward to fill the vacancy. # this pops the orbits out and shifts all the orbits after: - orbit_factors = _orbit_factors[orbits_to_keep].T + orbit_factors = _orbit_factors[orbits_to_keep] # this simultaneously deletes one of the residuals, assigns the remaining residuals to the # shifted orbits, and calculates the chi2 partials vector per orbit: - chi2_vector = (2 * residual_factors * orbit_factors).T + chi2_vector = (2 * residual_factors * orbit_factors) # sum the square of the chi2 partials to decide for whether or not it is a stationary point. sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector[mask_rejected_resid], axis=0) ** 2)) # reset for the next loop: @@ -45,12 +45,15 @@ def find_epochs_to_reject_java_largest(data, n_additional_reject, orbit_number): _orbit_factors = np.array([sin_scan, cos_scan, dt * sin_scan, dt * cos_scan]).T candidate_orbit_rejects = [] candidate_orbit_chisquared_partials = [] + + residual_factors_transpose = residual_factors.reshape(-1,1) + for rejects_from_each_orbit in partitions(n_additional_reject, num_unique_orbits): if np.any(rejects_from_each_orbit > orbit_multiplicity): # ignore any trials of rejects that put e.g. 10 rejects into an orbit with only 4 observations. continue rejects_from_each_orbit, sum_chisquared_partials = calculate_sum_chi2_partials(rejects_from_each_orbit, orbit_index, orbit_multiplicity, orbits_to_keep, _orbit_factors, - residual_factors, mask_rejected_resid) + residual_factors_transpose, mask_rejected_resid) if sum_chisquared_partials > 1: # if the solution is bad, don't even save it. This will reduce memory usage. continue From cc7df0656420b7ef0b1f9266089f6741656a34f8 Mon Sep 17 00:00:00 2001 From: Trace Andreason Date: Fri, 28 May 2021 09:30:08 -0700 Subject: [PATCH 50/57] factor out scaling residual factors --- htof/validation/hip_java_deep_refit.py | 5 +++-- 1 file changed, 3 insertions(+), 2 deletions(-) diff --git a/htof/validation/hip_java_deep_refit.py b/htof/validation/hip_java_deep_refit.py index ee2ceba..745fd0f 100755 --- a/htof/validation/hip_java_deep_refit.py +++ b/htof/validation/hip_java_deep_refit.py @@ -14,7 +14,7 @@ def calculate_sum_chi2_partials(rejects_from_each_orbit, orbit_index, orbit_mult orbit_factors = _orbit_factors[orbits_to_keep] # this simultaneously deletes one of the residuals, assigns the remaining residuals to the # shifted orbits, and calculates the chi2 partials vector per orbit: - chi2_vector = (2 * residual_factors * orbit_factors) + chi2_vector = (residual_factors * orbit_factors) # sum the square of the chi2 partials to decide for whether or not it is a stationary point. sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector[mask_rejected_resid], axis=0) ** 2)) # reset for the next loop: @@ -47,13 +47,14 @@ def find_epochs_to_reject_java_largest(data, n_additional_reject, orbit_number): candidate_orbit_chisquared_partials = [] residual_factors_transpose = residual_factors.reshape(-1,1) + residual_factors_transpose_scaled = residual_factors_transpose * 2 for rejects_from_each_orbit in partitions(n_additional_reject, num_unique_orbits): if np.any(rejects_from_each_orbit > orbit_multiplicity): # ignore any trials of rejects that put e.g. 10 rejects into an orbit with only 4 observations. continue rejects_from_each_orbit, sum_chisquared_partials = calculate_sum_chi2_partials(rejects_from_each_orbit, orbit_index, orbit_multiplicity, orbits_to_keep, _orbit_factors, - residual_factors_transpose, mask_rejected_resid) + residual_factors_transpose_scaled, mask_rejected_resid) if sum_chisquared_partials > 1: # if the solution is bad, don't even save it. This will reduce memory usage. continue From e8ebb657efd62fa18451f6463430f3b4ea104ad3 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Fri, 28 May 2021 11:07:40 -0700 Subject: [PATCH 51/57] variable rename for residual factors, and error message update --- htof/parse.py | 3 ++- htof/validation/hip_java_deep_refit.py | 4 ++-- 2 files changed, 4 insertions(+), 3 deletions(-) diff --git a/htof/parse.py b/htof/parse.py index b8be9a7..243d053 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -509,7 +509,8 @@ def find_epochs_to_reject_DVD(data: DataParser, n_transits, percent_rejected, np candidate_row_chisquared_partials_pern.append(np.min(candidate_row_chisquared_partials)) # see if any of the rejections are viable (i.e., check if this IAD is messed up in an unrepairable way) if np.min(candidate_row_chisquared_partials_pern) > chi2_thresh: - warnings.warn("Attempted to find which rows to reject, but the chisquared partials are larger than 0.5. " + warnings.warn(f"Attempted to find which rows to reject, but the chisquared partials " + f"are larger than {chi2_thresh}. " "This is likely a bugged source. Aborting rejection routine. ", UserWarning) return {'residual/along_scan_error': [], 'orbit/scan_angle/time': []} # exclude any rejections that do not yield stationary points. diff --git a/htof/validation/hip_java_deep_refit.py b/htof/validation/hip_java_deep_refit.py index 745fd0f..c220a73 100755 --- a/htof/validation/hip_java_deep_refit.py +++ b/htof/validation/hip_java_deep_refit.py @@ -4,7 +4,7 @@ def calculate_sum_chi2_partials(rejects_from_each_orbit, orbit_index, orbit_multiplicity, orbits_to_keep, _orbit_factors, - residual_factors, mask_rejected_resid): + residual_factors_transpose_scaled, mask_rejected_resid): end_index = orbit_index + orbit_multiplicity - rejects_from_each_orbit for s, e in zip(orbit_index, end_index): orbits_to_keep[s:e] = True @@ -14,7 +14,7 @@ def calculate_sum_chi2_partials(rejects_from_each_orbit, orbit_index, orbit_mult orbit_factors = _orbit_factors[orbits_to_keep] # this simultaneously deletes one of the residuals, assigns the remaining residuals to the # shifted orbits, and calculates the chi2 partials vector per orbit: - chi2_vector = (residual_factors * orbit_factors) + chi2_vector = (residual_factors_transpose_scaled * orbit_factors) # sum the square of the chi2 partials to decide for whether or not it is a stationary point. sum_chisquared_partials = np.sqrt(np.sum(np.sum(chi2_vector[mask_rejected_resid], axis=0) ** 2)) # reset for the next loop: From 2ce87f9502ee17bfc53d3615eeca08955f021b0c Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Wed, 2 Jun 2021 08:42:18 -0700 Subject: [PATCH 52/57] updated error inflation so that loading an external list of f2 is not needed. --- htof/data/hip2p1f2vals.npz | Bin 473370 -> 0 bytes htof/parse.py | 8 ++++---- htof/test/test_parse.py | 2 +- htof/validation/hip_java_deep_refit.py | 2 +- htof/validation/utils.py | 2 +- 5 files changed, 7 insertions(+), 7 deletions(-) delete mode 100644 htof/data/hip2p1f2vals.npz diff --git a/htof/data/hip2p1f2vals.npz b/htof/data/hip2p1f2vals.npz deleted file mode 100644 index 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+from scipy import stats, special import warnings from ast import literal_eval import os @@ -388,9 +389,8 @@ def __init__(self, scan_angle=None, epoch=None, residuals=None, inverse_covarian def parse(self, star_id, intermediate_data_directory, error_inflate=True, attempt_adhoc_rejection=True, reject_known=True, **kwargs): - # TODO set error error_inflate=True when the F2 value is available in the headers of 2.1 data. header, raw_data = super(HipparcosRereductionJavaTool, self).parse(star_id, intermediate_data_directory, - error_inflate=False, header_rows=5, + error_inflate=True, header_rows=5, attempt_adhoc_rejection=False) n_transits, n_expected_transits = header.iloc[1][4], header.iloc[0][2] n_additional_reject = int(n_transits) - int(n_expected_transits) @@ -431,9 +431,9 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, attemp 'orbit/scan_angle/time': list(epochs_to_reject)} total_rejected_epochs += len(epochs_to_reject) if error_inflate: - f2_vals = np.load(pkg_resources.resource_filename('htof', 'data/hip2p1f2vals.npz'))['arr_0'] - f2 = f2_vals[:, 1][f2_vals[:, 0] == int(header.iloc[0][0])] # get the f2 value for the hip id. nparam = get_nparam(header.iloc[0][4]) + Q = np.sum((self.residuals/self.along_scan_errs)**2) + f2 = special.erfcinv(stats.chi2.sf(Q, n_transits - total_rejected_epochs - nparam)*2)*np.sqrt(2) self.along_scan_errs *= self.error_inflation_factor(n_transits - total_rejected_epochs, nparam, f2) return header, raw_data # setting self.rejected_epochs also rejects the epochs (see the @setter) diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index cde701b..f27fad0 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -121,7 +121,7 @@ class TestHipparcosRereductionJavaTool: def test_parse(self): data = HipparcosRereductionJavaTool() data.parse(star_id='27321', intermediate_data_directory=self.test_data_directory) - u = 0.875291 # D. Michalik et al. 2014 Q factor for Hip 27321, calculated by hand + u = 0.875291 # D. Michalik et al. 2014 Q factor for Hip 27321, calculated by hand assert len(data) == 111 assert np.isclose(data._epoch[0], 1990.0055) assert np.isclose(np.sin(data.scan_angle[0]), -0.9050, rtol=.01) diff --git a/htof/validation/hip_java_deep_refit.py b/htof/validation/hip_java_deep_refit.py index c220a73..b4eb480 100755 --- a/htof/validation/hip_java_deep_refit.py +++ b/htof/validation/hip_java_deep_refit.py @@ -98,7 +98,7 @@ def find_epochs_to_reject_java_largest(data, n_additional_reject, orbit_number): data = HipparcosRereductionJavaTool() # get info on the IAD without doing any rejection: header, raw_iad = data.parse(star_id=hip_id, intermediate_data_directory=args.iad_directory, - attempt_adhoc_rejection=False, reject_known=False) + attempt_adhoc_rejection=False, reject_known=False, error_inflate=False) n_transits, n_expected_transits = header.iloc[1][4], header.iloc[0][2] n_additional_reject = int(n_transits) - int(n_expected_transits) orbit_number = raw_iad[0].values diff --git a/htof/validation/utils.py b/htof/validation/utils.py index 11e5583..34d8dd2 100755 --- a/htof/validation/utils.py +++ b/htof/validation/utils.py @@ -113,7 +113,7 @@ def refit_hip2_object(iad_dir, hip_id, catalog: Table, seven_p_annex: Table = No def refit_hip21_object(iad_dir, hip_id, use_parallax=False): data = HipparcosRereductionJavaTool() - data.parse(star_id=hip_id, intermediate_data_directory=iad_dir) + data.parse(star_id=hip_id, intermediate_data_directory=iad_dir, error_inflate=False) fname = glob(os.path.join(iad_dir, '**/', "H" + str(hip_id).zfill(6) + ".csv"))[0] plx, cntr_RA, cntr_Dec, pmRA, pmDec, soltype = get_cat_values_hip21(fname) From 3416a20aff0b8377b3f031d95fbe03be8bac2698 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Wed, 2 Jun 2021 09:13:10 -0700 Subject: [PATCH 53/57] re-enable error inflation for java tool. Fix incorrect double correction --- htof/parse.py | 3 +-- htof/validation/hip_java_deep_refit.py | 2 +- htof/validation/utils.py | 2 +- 3 files changed, 3 insertions(+), 4 deletions(-) diff --git a/htof/parse.py b/htof/parse.py index a4c0cef..5ff839e 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -386,11 +386,10 @@ def __init__(self, scan_angle=None, epoch=None, residuals=None, inverse_covarian epoch=epoch, residuals=residuals, inverse_covariance_matrix=inverse_covariance_matrix) - def parse(self, star_id, intermediate_data_directory, error_inflate=True, attempt_adhoc_rejection=True, reject_known=True, **kwargs): header, raw_data = super(HipparcosRereductionJavaTool, self).parse(star_id, intermediate_data_directory, - error_inflate=True, header_rows=5, + error_inflate=False, header_rows=5, attempt_adhoc_rejection=False) n_transits, n_expected_transits = header.iloc[1][4], header.iloc[0][2] n_additional_reject = int(n_transits) - int(n_expected_transits) diff --git a/htof/validation/hip_java_deep_refit.py b/htof/validation/hip_java_deep_refit.py index b4eb480..c220a73 100755 --- a/htof/validation/hip_java_deep_refit.py +++ b/htof/validation/hip_java_deep_refit.py @@ -98,7 +98,7 @@ def find_epochs_to_reject_java_largest(data, n_additional_reject, orbit_number): data = HipparcosRereductionJavaTool() # get info on the IAD without doing any rejection: header, raw_iad = data.parse(star_id=hip_id, intermediate_data_directory=args.iad_directory, - attempt_adhoc_rejection=False, reject_known=False, error_inflate=False) + attempt_adhoc_rejection=False, reject_known=False) n_transits, n_expected_transits = header.iloc[1][4], header.iloc[0][2] n_additional_reject = int(n_transits) - int(n_expected_transits) orbit_number = raw_iad[0].values diff --git a/htof/validation/utils.py b/htof/validation/utils.py index 34d8dd2..11e5583 100755 --- a/htof/validation/utils.py +++ b/htof/validation/utils.py @@ -113,7 +113,7 @@ def refit_hip2_object(iad_dir, hip_id, catalog: Table, seven_p_annex: Table = No def refit_hip21_object(iad_dir, hip_id, use_parallax=False): data = HipparcosRereductionJavaTool() - data.parse(star_id=hip_id, intermediate_data_directory=iad_dir, error_inflate=False) + data.parse(star_id=hip_id, intermediate_data_directory=iad_dir) fname = glob(os.path.join(iad_dir, '**/', "H" + str(hip_id).zfill(6) + ".csv"))[0] plx, cntr_RA, cntr_Dec, pmRA, pmDec, soltype = get_cat_values_hip21(fname) From 9bb8f4a73a2f18bcf8f38a3a196ee8739eb8a6db Mon Sep 17 00:00:00 2001 From: Daniel Michalik Date: Thu, 10 Jun 2021 17:54:21 +0200 Subject: [PATCH 54/57] Updated Hip21 residual format - The two different number of observations swapped between line one and two. - zero residuals marked as rejected. - An additional (str) type cast to resolve an error in my environment. --- htof/parse.py | 8 ++++---- htof/validation/hip_refit_test.py | 2 +- 2 files changed, 5 insertions(+), 5 deletions(-) diff --git a/htof/parse.py b/htof/parse.py index 5ff839e..4fe8a77 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -295,7 +295,7 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, header :param: star_id: :param: intermediate_data_directory: :param: error_inflate: True if the along-scan errors are to be corrected by the inflation factor - according to equation B.1 of D. Michalik et al. 2014. Only turn this off for tests, or if the parameters + according to Appendix B of D. Michalik et al. 2014. Only turn this off for tests, or if the parameters required to compute the error inflation are unavailable. :param: header_rows: int. :return: @@ -389,9 +389,9 @@ def __init__(self, scan_angle=None, epoch=None, residuals=None, inverse_covarian def parse(self, star_id, intermediate_data_directory, error_inflate=True, attempt_adhoc_rejection=True, reject_known=True, **kwargs): header, raw_data = super(HipparcosRereductionJavaTool, self).parse(star_id, intermediate_data_directory, - error_inflate=False, header_rows=5, + error_inflate=False, header_rows=6, attempt_adhoc_rejection=False) - n_transits, n_expected_transits = header.iloc[1][4], header.iloc[0][2] + n_transits, n_expected_transits = header.iloc[0][2], header.iloc[1][4] n_additional_reject = int(n_transits) - int(n_expected_transits) max_n_auto_reject = 4 total_rejected_epochs = 0 @@ -421,7 +421,7 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, attemp "You are foregoing the write out bug " "correction for this Java tool source. The IAD will not correspond exactly " "to the best fit solution. ", UserWarning) - epochs_to_reject = np.where(self.along_scan_errs < 0)[0] # note that we have to reject + epochs_to_reject = np.where(self.along_scan_errs <= 0)[0] # note that we have to reject # the epochs with negative along scan errors (the formally known epochs that need to be rejected) # AFTER we have done the bug correction (rejected the epochs from the write out bug). This order # is important because the write out bug correction shuffles the orbits. diff --git a/htof/validation/hip_refit_test.py b/htof/validation/hip_refit_test.py index 5a69a75..6ac0e09 100755 --- a/htof/validation/hip_refit_test.py +++ b/htof/validation/hip_refit_test.py @@ -103,7 +103,7 @@ def convert_fname_to_hip_id(fname): raise ValueError('Hip 2 selected but no --catalog-path provided.') if args.output_file is None: - output_file = 'hip' + args.hip_reduction + '_refit' + (str)(os.getpid()) + '.csv' + output_file = 'hip' + (str)(args.hip_reduction) + '_refit' + (str)(os.getpid()) + '.csv' else: output_file = args.output_file if args.ignore_parallax: From 044e7d474ed7ce121fb83272bdec29fb18a60534 Mon Sep 17 00:00:00 2001 From: Daniel Michalik Date: Thu, 10 Jun 2021 18:26:43 +0200 Subject: [PATCH 55/57] Updating sample files Hip21. --- .../Hip21/IntermediateData/H000039.csv | 237 +++++----- .../Hip21/IntermediateData/H000651.csv | 339 +++++++------- .../Hip21/IntermediateData/H001550.csv | 158 +++++++ .../Hip21/IntermediateData/H017447.csv | 281 +++++------ .../Hip21/IntermediateData/H021000.csv | 91 ++-- .../Hip21/IntermediateData/H027100.csv | 303 ++++++------ .../Hip21/IntermediateData/H027321.csv | 231 ++++----- .../Hip21/IntermediateData/H037515.csv | 441 +++++++++--------- .../Hip21/IntermediateData/H044050.csv | 157 +++---- .../Hip21/IntermediateData/H072477.csv | 137 +++--- .../Hip21/IntermediateData/H094046.csv | 165 +++---- .../Hip21/IntermediateData/H094312.csv | 235 +++++----- .../Hip21/IntermediateData/H114114.csv | 175 +++---- 13 files changed, 1560 insertions(+), 1390 deletions(-) create mode 100644 htof/test/data_for_tests/Hip21/IntermediateData/H001550.csv diff --git a/htof/test/data_for_tests/Hip21/IntermediateData/H000039.csv b/htof/test/data_for_tests/Hip21/IntermediateData/H000039.csv index 673320b..84a0726 100644 --- a/htof/test/data_for_tests/Hip21/IntermediateData/H000039.csv +++ 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b/htof/test/data_for_tests/Hip21/IntermediateData/H114114.csv index 86c723c..f9e83d0 100644 --- a/htof/test/data_for_tests/Hip21/IntermediateData/H114114.csv +++ b/htof/test/data_for_tests/Hip21/IntermediateData/H114114.csv @@ -1,88 +1,89 @@ -114114 -1 79 -1 5 -1 -1 0 - 9.149 1.010 1 5 83 0 -346.66316449 10.54338164 2.91 11.17 -10.36 - 2.13299990 1.10500002 2.38 1.08 1.24 +114114 113730 83 1 5 0 1.56 0 + 9.1485 1.010 1 5 79 0 +346.66316449 10.54338164 2.91 11.17 -10.36 + 2.13 1.11 2.38 1.08 1.24 - 104 -1.2797 -0.6606 0.2929 0.9562 -5.20 9.23 - 105 -1.2789 -0.6573 0.2879 0.9577 -2.36 9.23 - 153 -1.2203 0.4818 -0.9120 0.4102 -4.65 2.86 - 423 -0.8919 -0.4732 -0.3071 -0.9517 2.79 3.20 - 423 -0.8919 -0.4728 -0.3067 -0.9518 4.05 3.31 - 423 -0.8919 -0.4704 -0.3036 -0.9528 2.02 4.00 - 423 -0.8919 -0.4705 -0.3037 -0.9528 -0.96 2.29 - 472 -0.8323 0.6683 0.8908 -0.4544 2.11 2.04 - 472 -0.8323 0.6703 0.8920 -0.4520 5.10 2.09 - 472 -0.8323 0.6703 0.8920 -0.4520 -2.22 1.72 - 472 -0.8323 0.6718 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-0.7582 -0.6408 -0.2253 -0.9743 -1.29 2.03 + 533 -0.7582 -0.6429 -0.2279 -0.9737 10.82 8.79 + 833 -0.3936 0.3987 -0.6727 0.7399 -7.70 10.73 + 833 -0.3936 0.3940 -0.6679 0.7443 12.63 8.79 + 833 -0.3936 0.3948 -0.6684 0.7438 -4.98 10.72 + 869 -0.3499 -0.5995 0.3579 0.9338 -1.70 10.86 + 869 -0.3499 -0.6022 0.3618 0.9322 4.44 12.08 + 869 -0.3499 -0.6017 0.3609 0.9326 -0.74 11.17 + 934 -0.2708 0.6465 -0.9291 0.3698 4.52 8.24 + 934 -0.2708 0.6485 -0.9299 0.3677 -7.22 10.15 +1213 0.0682 -0.0123 0.1414 -0.9900 -12.18 9.27 +1213 0.0682 -0.0120 0.1425 -0.9898 5.39 10.03 +1213 0.0682 -0.0080 0.1472 -0.9891 -9.03 7.74 +1213 0.0682 -0.0056 0.1504 -0.9886 -1.05 5.86 +1213 0.0682 -0.0028 0.1540 -0.9881 -1.56 7.80 +1213 0.0682 -0.0006 0.1572 -0.9876 5.94 7.52 +1213 0.0682 0.0020 0.1608 -0.9870 2.23 6.83 +1213 0.0682 0.0034 0.1625 -0.9867 1.68 7.55 +1214 0.0694 0.0105 0.1749 -0.9846 7.58 5.94 +1214 0.0694 0.0154 0.1824 -0.9832 -8.40 8.45 +1214 0.0694 0.0143 0.1809 -0.9835 2.45 8.33 +1214 0.0694 0.0202 0.1878 -0.9822 -0.12 8.71 +1214 0.0694 0.0193 0.1872 -0.9823 5.91 4.81 +1214 0.0694 0.0257 0.1956 -0.9807 -3.10 5.07 +1214 0.0694 0.0245 0.1938 -0.9810 3.75 4.84 +1225 0.0827 0.2718 0.5231 -0.8523 4.24 4.74 +1225 0.0827 0.2737 0.5254 -0.8508 6.97 4.64 +1225 0.0827 0.2764 0.5285 -0.8489 -8.89 4.46 +1225 0.0827 0.2780 0.5310 -0.8474 -5.16 6.69 +1225 0.0827 0.2813 0.5341 -0.8454 -11.49 8.35 +1225 0.0827 0.2841 0.5375 -0.8433 2.13 8.60 +1226 0.0839 0.2912 0.5464 -0.8375 -10.24 8.21 +1226 0.0839 0.2953 0.5518 -0.8340 -2.53 8.90 +1226 0.0839 0.2955 0.5520 -0.8338 -0.07 8.09 +1226 0.0839 0.3005 0.5573 -0.8303 -3.65 10.02 +1226 0.0839 0.3013 0.5578 -0.8300 1.34 7.60 +1226 0.0839 0.3064 0.5636 -0.8260 -8.25 4.14 +1227 0.0850 0.3153 0.5748 -0.8183 5.45 2.89 +1227 0.0850 0.3143 0.5732 -0.8194 5.03 3.80 +1311 0.1872 -0.6898 -0.3447 -0.9387 1.33 2.10 +1311 0.1872 -0.6898 -0.3447 -0.9387 1.83 2.05 +1311 0.1872 -0.6892 -0.3439 -0.9390 3.81 4.88 +1311 0.1872 -0.6886 -0.3432 -0.9393 1.01 3.17 +1311 0.1872 -0.6889 -0.3435 -0.9391 0.90 5.42 +1388 0.2808 0.5033 0.9150 -0.4035 1.70 3.98 +1388 0.2808 0.5019 0.9144 -0.4049 -12.80 3.73 +1388 0.2808 0.4981 0.9122 -0.4098 -9.12 3.61 +1388 0.2808 0.4980 0.9121 -0.4099 -0.55 3.16 +1389 0.2820 0.4874 0.9085 -0.4178 0.94 3.46 +1415 0.3136 -0.2460 0.3091 -0.9510 -1.03 2.58 +1416 0.3148 -0.2551 0.2985 -0.9544 15.63 10.35 +1416 0.3148 -0.2552 0.2989 -0.9543 5.64 14.05 +1416 0.3148 -0.2593 0.2934 -0.9560 -15.86 14.40 +1416 0.3148 -0.2595 0.2929 -0.9561 8.24 12.09 +1780 0.7570 -0.5834 0.1713 0.9852 16.37 14.51 +1780 0.7570 -0.5800 0.1663 0.9861 -11.19 11.33 +1780 0.7570 -0.5786 0.1651 0.9863 27.27 15.26 +1780 0.7570 -0.5771 0.1625 0.9867 -19.60 14.28 +1817 0.8019 0.3288 -0.8597 0.5108 -4.33 9.75 +1817 0.8019 0.3294 -0.8601 0.5101 2.83 5.70 +1817 0.8019 0.3328 -0.8621 0.5067 5.15 4.60 +1817 0.8019 0.3339 -0.8630 0.5053 9.72 6.99 +1818 0.8032 0.3364 -0.8679 0.4967 2.74 2.55 +2090 1.1334 -0.5836 -0.3543 -0.9351 -0.37 3.20 +2090 1.1334 -0.5833 -0.3540 -0.9352 2.35 3.37 +2090 1.1334 -0.5820 -0.3521 -0.9360 -6.19 4.00 +2149 1.2051 0.6878 0.9225 -0.3860 2.52 2.55 +2149 1.2051 0.6879 0.9225 -0.3859 -0.60 3.20 +2149 1.2051 0.6885 0.9229 -0.3851 2.12 3.37 +2149 1.2051 0.6875 0.9223 -0.3864 -6.41 4.00 From c21d45d3a6f71f6de7d98cd6d95cf5182a0546b7 Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Thu, 10 Jun 2021 11:26:14 -0700 Subject: [PATCH 56/57] added tests, and some pragma no covers to catch warnings. --- htof/fit.py | 10 ---------- htof/parse.py | 10 +++++----- htof/test/test_fit.py | 7 +++++++ htof/test/test_parse.py | 5 +++++ 4 files changed, 17 insertions(+), 15 deletions(-) diff --git a/htof/fit.py b/htof/fit.py index e4bdde2..ec9ac25 100644 --- a/htof/fit.py +++ b/htof/fit.py @@ -205,13 +205,3 @@ def fast_fit_line(chi2mat, ra_solution_vecs, dec_solution_vecs, ra_vs_epoch, dec def unpack_elements_of_matrix(matrix): return matrix.flatten() - - -def normalize(coordinates, domain): - """ - :param coordinates: ndarray - :param domain: ndarray. max and min value of input coordinates. - :return: coordinates normalized to run from -1 to 1. - """ - coordinates = 2. * (coordinates - min(domain))/(max(domain) - min(domain)) - 1. - return coordinates diff --git a/htof/parse.py b/htof/parse.py index 4fe8a77..c5e9a31 100755 --- a/htof/parse.py +++ b/htof/parse.py @@ -125,7 +125,7 @@ def __add__(self, other): all_epoch = pd.concat([pd.DataFrame(self.julian_day_epoch()), pd.DataFrame(other.julian_day_epoch())]) all_residuals = pd.concat([self.residuals, other.residuals]) all_along_scan_errs = pd.concat([self.along_scan_errs, other.along_scan_errs]) - + # TODO: add parallax factors. Tricky because gaia missions do not have them. all_inverse_covariance_matrix = safe_concatenate(self.inverse_covariance_matrix, other.inverse_covariance_matrix) @@ -415,7 +415,7 @@ def parse(self, star_id, intermediate_data_directory, error_inflate=True, attemp else: warnings.warn(f'Cannot fix {star_id}. It has more than {max_n_auto_reject} bugged epochs, and' f' the correct epochs to reject are not in the known list ' - f'(epoch_reject_shortlist.csv)', UserWarning) + f'(epoch_reject_shortlist.csv)', UserWarning) # pragma: no cover if not attempt_adhoc_rejection and n_additional_reject > 0: warnings.warn(f"attempt_adhoc_rejection = False and {star_id} is a bugged source. " "You are foregoing the write out bug " @@ -510,7 +510,7 @@ def find_epochs_to_reject_DVD(data: DataParser, n_transits, percent_rejected, np if np.min(candidate_row_chisquared_partials_pern) > chi2_thresh: warnings.warn(f"Attempted to find which rows to reject, but the chisquared partials " f"are larger than {chi2_thresh}. " - "This is likely a bugged source. Aborting rejection routine. ", UserWarning) + "This is likely a bugged source. Aborting rejection routine. ", UserWarning) # pragma: no cover return {'residual/along_scan_error': [], 'orbit/scan_angle/time': []} # exclude any rejections that do not yield stationary points. viable_rejections = np.where(np.array(candidate_row_chisquared_partials_pern) < chi2_thresh)[0] @@ -570,7 +570,7 @@ def find_epochs_to_reject_java(data: DataParser, n_additional_reject): orbit_reject_idx = np.array(candidate_orbit_rejects)[np.argmin(candidate_orbit_chisquared_partials)] if np.min(candidate_orbit_chisquared_partials) > 0.5: warnings.warn("Attempted to fix the write out bug, but the chisquared partials are larger than 0.5. There are " - "likely more additional rejected epochs than htof can handle.", UserWarning) + "likely more additional rejected epochs than htof can handle.", UserWarning) # pragma: no cover return {'residual/along_scan_error': list(resid_reject_idx), 'orbit/scan_angle/time': list(orbit_reject_idx)} @@ -628,7 +628,7 @@ def find_epochs_to_reject_java_large(data: DataParser, n_additional_reject, orbi orbit_reject_idx = np.where(~orbits_to_keep)[0] if np.min(candidate_orbit_chisquared_partials) > 0.5: warnings.warn("Attempted to fix the write out bug, but the chisquared partials are larger than 0.5. There are " - "likely more additional rejected epochs than htof can handle.", UserWarning) + "likely more additional rejected epochs than htof can handle.", UserWarning) # pragma: no cover return {'residual/along_scan_error': list(resid_reject_idx), 'orbit/scan_angle/time': list(orbit_reject_idx)} diff --git a/htof/test/test_fit.py b/htof/test/test_fit.py index 26a2b1e..815f65f 100755 --- a/htof/test/test_fit.py +++ b/htof/test/test_fit.py @@ -82,6 +82,13 @@ def test_optimal_central_epoch_on_linear_data(self): cov_matrix = fitter.evaluate_cov_matrix(central_epoch_ra, central_epoch_dec) assert np.allclose([cov_matrix[0, 2], cov_matrix[1, 3]], 0) + def test_optimal_central_epoch_raises_error(self): + astrometric_data = generate_astrometric_data() + fitter = AstrometricFitter(inverse_covariance_matrices=astrometric_data['inverse_covariance_matrix'], + epoch_times=astrometric_data['epoch_delta_t']) + with pytest.raises(ValueError): + fitter.find_optimal_central_epoch('incorrect_choice'), fitter.find_optimal_central_epoch('dec') + def test_errors_on_linear_astrometric_data(self): astrometric_data = generate_astrometric_data() fitter = AstrometricFitter(inverse_covariance_matrices=astrometric_data['inverse_covariance_matrix'], diff --git a/htof/test/test_parse.py b/htof/test/test_parse.py index f27fad0..b88a97f 100644 --- a/htof/test/test_parse.py +++ b/htof/test/test_parse.py @@ -234,6 +234,11 @@ def test_len(self): assert len(DataParser()) == 0 assert len(DataParser(epoch=pd.DataFrame(np.arange(4)))) == 4 + def test_access_rejected_epochs(self): + data = HipparcosRereductionDVDBook() + data._rejected_epochs = 'test' + assert data.rejected_epochs == 'test' + def test_convert_dates_to_jd(): epoch = pd.DataFrame(data=[1990.0, 1990.25], index=[5, 6]) From a962410fff2caddd00e0cae92f853fcd6e4e268c Mon Sep 17 00:00:00 2001 From: Mirek Brandt Date: Thu, 10 Jun 2021 11:48:06 -0700 Subject: [PATCH 57/57] updated changelog --- CHANGES.md | 2 ++ 1 file changed, 2 insertions(+) diff --git a/CHANGES.md b/CHANGES.md index b5285c1..91bc3f4 100644 --- a/CHANGES.md +++ b/CHANGES.md @@ -7,6 +7,8 @@ that have the Hip2 file-write error. Note that this is not perfect, there are so the dvd still has the same bug, it is just not easily correctable). - Updated the flagged source list (hip2_javatool_flagged.txt). - Parallax factors from the IAD are now loaded on data.parse() +- Updated parse to use the new version of the java tool IAD. Old versions of the java +tool IAD will not work. 0.3.5 (2021-04-19) ------------------

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