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1.6.0-DEV-613af3c04f.log
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Julia Version 1.6.0-DEV.649
Commit 613af3c04f (2020-08-17 14:01 UTC)
Platform Info:
OS: Linux (x86_64-pc-linux-gnu)
CPU: Intel(R) Xeon(R) Silver 4114 CPU @ 2.20GHz
WORD_SIZE: 64
LIBM: libopenlibm
LLVM: libLLVM-9.0.1 (ORCJIT, skylake-avx512)
Environment:
JULIA_DEPOT_PATH = ::/usr/local/share/julia
JULIA_NUM_THREADS = 2
Resolving package versions...
[ Info: LEGAL NOTICE: package operations send anonymous data about your system to https://pkg.julialang.org (your current package server), including the operating system and Julia versions you are using, and a random client UUID. Running `Pkg.telemetryinfo()` will show exactly what data is sent. See https://julialang.org/legal/data/ for more details about what this data is used for, how long it is retained, and how to opt out of sending it.
Installed METIS_jll ──────────────────── v5.1.0+4
Installed MPICH_jll ──────────────────── v3.3.2+10
Installed Elemental_jll ──────────────── v0.87.7+1
Installed OpenBLAS_jll ───────────────── v0.3.9+5
Installed CompilerSupportLibraries_jll ─ v0.3.3+0
Installed Primes ─────────────────────── v0.5.0
Installed DistributedArrays ──────────── v0.6.4
Installed Elemental ──────────────────── v0.6.0
Updating `~/.julia/environments/v1.6/Project.toml`
[902c3f28] + Elemental v0.6.0
Updating `~/.julia/environments/v1.6/Manifest.toml`
[e66e0078] + CompilerSupportLibraries_jll v0.3.3+0
[aaf54ef3] + DistributedArrays v0.6.4
[902c3f28] + Elemental v0.6.0
[c2e960f2] + Elemental_jll v0.87.7+1
[d00139f3] + METIS_jll v5.1.0+4
[7cb0a576] + MPICH_jll v3.3.2+10
[4536629a] + OpenBLAS_jll v0.3.9+5
[27ebfcd6] + Primes v0.5.0
[2a0f44e3] + Base64
[ade2ca70] + Dates
[8ba89e20] + Distributed
[b77e0a4c] + InteractiveUtils
[76f85450] + LibGit2
[8f399da3] + Libdl
[37e2e46d] + LinearAlgebra
[56ddb016] + Logging
[d6f4376e] + Markdown
[44cfe95a] + Pkg
[de0858da] + Printf
[3fa0cd96] + REPL
[9a3f8284] + Random
[ea8e919c] + SHA
[9e88b42a] + Serialization
[6462fe0b] + Sockets
[2f01184e] + SparseArrays
[10745b16] + Statistics
[cf7118a7] + UUIDs
[4ec0a83e] + Unicode
Testing Elemental
Status `/tmp/jl_1iRvKN/Project.toml`
[aaf54ef3] DistributedArrays v0.6.4
[902c3f28] Elemental v0.6.0
[c2e960f2] Elemental_jll v0.87.7+1
[e7922434] MPIClusterManagers v0.2.0
[27ebfcd6] Primes v0.5.0
[9449cd9e] TSVD v0.4.0
[8ba89e20] Distributed
[8f399da3] Libdl
[37e2e46d] LinearAlgebra
[9a3f8284] Random
[8dfed614] Test
Status `/tmp/jl_1iRvKN/Manifest.toml`
[79e6a3ab] Adapt v2.0.2
[e66e0078] CompilerSupportLibraries_jll v0.3.3+0
[aaf54ef3] DistributedArrays v0.6.4
[ffbed154] DocStringExtensions v0.8.2
[902c3f28] Elemental v0.6.0
[c2e960f2] Elemental_jll v0.87.7+1
[d00139f3] METIS_jll v5.1.0+4
[da04e1cc] MPI v0.14.3
[7cb0a576] MPICH_jll v3.3.2+10
[e7922434] MPIClusterManagers v0.2.0
[9237b28f] MicrosoftMPI_jll v10.1.2+3
[4536629a] OpenBLAS_jll v0.3.9+5
[fe0851c0] OpenMPI_jll v4.0.2+2
[27ebfcd6] Primes v0.5.0
[ae029012] Requires v1.0.1
[9449cd9e] TSVD v0.4.0
[2a0f44e3] Base64
[ade2ca70] Dates
[8ba89e20] Distributed
[b77e0a4c] InteractiveUtils
[76f85450] LibGit2
[8f399da3] Libdl
[37e2e46d] LinearAlgebra
[56ddb016] Logging
[d6f4376e] Markdown
[44cfe95a] Pkg
[de0858da] Printf
[3fa0cd96] REPL
[9a3f8284] Random
[ea8e919c] SHA
[9e88b42a] Serialization
[6462fe0b] Sockets
[2f01184e] SparseArrays
[10745b16] Statistics
[8dfed614] Test
[cf7118a7] UUIDs
[4ec0a83e] Unicode
[ Info: Running Elemental.jl tests
worldSize=4
RuizEquil: 0.0890361 secs
|| A ||_2 estimate: 2.86433
|| G ||_2 estimate: 1
|| b ||_2 = 70.9243
|| c ||_2 = 100
|| h ||_2 = 0
Imbalance factor of A: 1.00015
Imbalance factor of G: 1
Imbalance factor of J: 1.42773
ND: 1.08158 secs
original rel error: 3.76426e-10
3.76426e-10 <= 1.49012e-08
original rel error: 2.52305e-09
2.52305e-09 <= 1.49012e-08
Init: 1.8178 secs
iter 0:
|| x ||_2 = 60.0859
|| y ||_2 = 9.72826e-10
|| z ||_2 = 100
|| s ||_2 = 260.977
|| r_b ||_2 = 1.81437e-06
|| r_c ||_2 = 7.24951e-06
|| r_h ||_2 = 258.566
|| r_b ||_2 / (1 + || b ||_2) = 2.52261e-08
|| r_c ||_2 / (1 + || c ||_2) = 7.17774e-08
|| r_h ||_2 / (1 + || h ||_2) = 258.566
primal = -4.79616e-14
dual = -1.40177e-09
|primal - dual| / (1 + |primal|) = 1.40172e-09
Equilibration: 1.465e-05 secs
LDL: 1.54677 secs
origResidNorm: 35.3943
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 2.57424e-10
refined rel error: 4.64661e-16
4.64661e-16 <= 3.00021e-13
finished iteration 0 with relResidNorm=2.78591e-08
Starting inner FGMRES iteration 1
original rel error: 4.67394e-10
refined rel error: 5.70273e-16
5.70273e-16 <= 3.00021e-13
converged with relative tolerance: 3.30295e-15
Affine: 0.888766 secs
alphaAffPri = 0.619866, alphaAffDual = 0.619866
muAff = 0.982895, mu = 2.58566
sigma=0.0549299
origResidNorm: 68.2503
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 4.47132e-10
refined rel error: 1.83916e-16
1.83916e-16 <= 3.00021e-13
finished iteration 0 with relResidNorm=2.76635e-08
Starting inner FGMRES iteration 1
original rel error: 4.401e-10
refined rel error: 6.94235e-16
6.94235e-16 <= 3.00021e-13
converged with relative tolerance: 5.12744e-15
Corrector: 1.30364 secs
alphaPri = 0.887611, alphaDual = 0.887611
iter 1:
|| x ||_2 = 62.224
|| y ||_2 = 16.564
|| z ||_2 = 102.707
|| s ||_2 = 62.7358
|| r_b ||_2 = 2.9256e-07
|| r_c ||_2 = 1.16813e-06
|| r_h ||_2 = 41.6666
|| r_b ||_2 / (1 + || b ||_2) = 4.06761e-09
|| r_c ||_2 / (1 + || c ||_2) = 1.15657e-08
|| r_h ||_2 / (1 + || h ||_2) = 41.6666
primal = 828.735
dual = 828.735
|primal - dual| / (1 + |primal|) = 9.25603e-08
Equilibration: 1.188e-05 secs
LDL: 1.43773 secs
origResidNorm: 38.8466
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 4.86307e-10
refined rel error: 1.74597e-16
1.74597e-16 <= 3.00021e-13
finished iteration 0 with relResidNorm=7.9939e-08
Starting inner FGMRES iteration 1
original rel error: 1.78568e-09
refined rel error: 1.34527e-15
1.34527e-15 <= 3.00021e-13
converged with relative tolerance: 1.23581e-14
Affine: 0.567571 secs
alphaAffPri = 0.615069, alphaAffDual = 0.615069
muAff = 0.160388, mu = 0.416666
sigma=0.057036
origResidNorm: 42.5598
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 5.54407e-10
refined rel error: 2.55908e-16
2.55908e-16 <= 3.00021e-13
finished iteration 0 with relResidNorm=9.53691e-08
Starting inner FGMRES iteration 1
original rel error: 4.14894e-09
refined rel error: 8.37237e-16
8.37237e-16 <= 3.00021e-13
converged with relative tolerance: 1.4715e-14
Corrector: 0.707033 secs
alphaPri = 0.661952, alphaDual = 0.661952
iter 2:
|| x ||_2 = 68.8914
|| y ||_2 = 38.6945
|| z ||_2 = 113.994
|| s ||_2 = 54.882
|| r_b ||_2 = 1.1027e-07
|| r_c ||_2 = 4.38826e-07
|| r_h ||_2 = 15.6584
|| r_b ||_2 / (1 + || b ||_2) = 1.53314e-09
|| r_c ||_2 / (1 + || c ||_2) = 4.34481e-09
|| r_h ||_2 / (1 + || h ||_2) = 15.6584
primal = 1786.22
dual = 1786.22
|primal - dual| / (1 + |primal|) = 1.65491e-08
Equilibration: 1.0874e-05 secs
LDL: 1.64688 secs
origResidNorm: 46.9836
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 2.0767e-10
refined rel error: 1.65506e-16
1.65506e-16 <= 3.00021e-13
finished iteration 0 with relResidNorm=4.61876e-08
Starting inner FGMRES iteration 1
original rel error: 3.38026e-09
refined rel error: 1.9744e-15
1.9744e-15 <= 3.00021e-13
converged with relative tolerance: 1.68297e-14
Affine: 0.940102 secs
alphaAffPri = 0.459383, alphaAffDual = 0.459383
muAff = 0.0846522, mu = 0.156584
sigma=0.158004
origResidNorm: 42.2148
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 2.28764e-10
refined rel error: 2.15853e-16
2.15853e-16 <= 3.00021e-13
finished iteration 0 with relResidNorm=6.56239e-08
Starting inner FGMRES iteration 1
original rel error: 4.04451e-09
refined rel error: 2.25853e-15
2.25853e-15 <= 3.00021e-13
converged with relative tolerance: 2.37657e-14
Corrector: 1.05244 secs
alphaPri = 0.691849, alphaDual = 0.691849
iter 3:
|| x ||_2 = 75.133
|| y ||_2 = 48.1506
|| z ||_2 = 120.983
|| s ||_2 = 55.487
|| r_b ||_2 = 4.63325e-08
|| r_c ||_2 = 1.83047e-07
|| r_h ||_2 = 6.53687
|| r_b ||_2 / (1 + || b ||_2) = 6.44183e-10
|| r_c ||_2 / (1 + || c ||_2) = 1.81235e-09
|| r_h ||_2 / (1 + || h ||_2) = 6.53687
primal = 2098.55
dual = 2098.55
|primal - dual| / (1 + |primal|) = 6.17075e-09
Equilibration: 1.2974e-05 secs
LDL: 1.47396 secs
origResidNorm: 52.5521
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 9.68137e-11
refined rel error: 1.42289e-16
1.42289e-16 <= 3.00021e-13
finished iteration 0 with relResidNorm=2.64392e-08
Starting inner FGMRES iteration 1
original rel error: 1.44302e-08
refined rel error: 4.63512e-15
4.63512e-15 <= 3.00021e-13
converged with relative tolerance: 1.55126e-14
Affine: 0.841407 secs
alphaAffPri = 0.413185, alphaAffDual = 0.413185
muAff = 0.0383594, mu = 0.0653687
sigma=0.202071
origResidNorm: 43.1012
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 2.47731e-10
refined rel error: 2.39174e-16
2.39174e-16 <= 3.00021e-13
finished iteration 0 with relResidNorm=3.94605e-08
Starting inner FGMRES iteration 1
original rel error: 1.12005e-08
refined rel error: 4.57824e-15
4.57824e-15 <= 3.00021e-13
converged with relative tolerance: 2.29645e-14
Corrector: 0.560336 secs
alphaPri = 0.669215, alphaDual = 0.669215
iter 4:
|| x ||_2 = 78.7359
|| y ||_2 = 52.08
|| z ||_2 = 124.196
|| s ||_2 = 56.6781
|| r_b ||_2 = 2.18631e-08
|| r_c ||_2 = 8.51709e-08
|| r_h ||_2 = 3.04628
|| r_b ||_2 / (1 + || b ||_2) = 3.03974e-10
|| r_c ||_2 / (1 + || c ||_2) = 8.43276e-10
|| r_h ||_2 / (1 + || h ||_2) = 3.04628
primal = 2202.61
dual = 2202.61
|primal - dual| / (1 + |primal|) = 2.75106e-09
Equilibration: 1.1229e-05 secs
LDL: 1.37944 secs
origResidNorm: 55.3979
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 9.52701e-11
refined rel error: 1.34472e-16
1.34472e-16 <= 3.00021e-13
finished iteration 0 with relResidNorm=1.67446e-08
Starting inner FGMRES iteration 1
original rel error: 5.63434e-09
refined rel error: 6.69908e-15
6.69908e-15 <= 3.00021e-13
converged with relative tolerance: 1.61081e-14
Affine: 0.957822 secs
alphaAffPri = 0.480697, alphaAffDual = 0.480697
muAff = 0.0158194, mu = 0.0304628
sigma=0.140043
origResidNorm: 48.0839
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 1.1816e-10
refined rel error: 1.38725e-16
1.38725e-16 <= 3.00021e-13
finished iteration 0 with relResidNorm=2.42108e-08
Starting inner FGMRES iteration 1
original rel error: 4.34901e-09
refined rel error: 4.46583e-15
4.46583e-15 <= 3.00021e-13
converged with relative tolerance: 2.31993e-14
Corrector: 1.11412 secs
alphaPri = 0.700685, alphaDual = 0.700685
iter 5:
|| x ||_2 = 80.893
|| y ||_2 = 54.4104
|| z ||_2 = 126.178
|| s ||_2 = 57.5345
|| r_b ||_2 = 8.99823e-09
|| r_c ||_2 = 3.37077e-08
|| r_h ||_2 = 1.21072
|| r_b ||_2 / (1 + || b ||_2) = 1.25107e-10
|| r_c ||_2 / (1 + || c ||_2) = 3.3374e-10
|| r_h ||_2 / (1 + || h ||_2) = 1.21072
primal = 2253.29
dual = 2253.29
|primal - dual| / (1 + |primal|) = 1.00433e-09
Equilibration: 1.3963e-05 secs
LDL: 1.89779 secs
origResidNorm: 57.0455
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 3.12083e-11
refined rel error: 1.33274e-16
1.33274e-16 <= 3.00021e-13
converged with relative tolerance: 1.08286e-08
Affine: 0.462466 secs
alphaAffPri = 0.440118, alphaAffDual = 0.440118
muAff = 0.00677859, mu = 0.0121072
sigma=0.175505
origResidNorm: 48.1675
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 1.39551e-11
refined rel error: 1.29391e-16
1.29391e-16 <= 3.00021e-13
finished iteration 0 with relResidNorm=1.56011e-08
Starting inner FGMRES iteration 1
original rel error: 9.75696e-09
refined rel error: 1.19946e-14
1.19946e-14 <= 3.00021e-13
converged with relative tolerance: 2.98771e-14
Corrector: 1.0274 secs
alphaPri = 0.732395, alphaDual = 0.732395
iter 6:
|| x ||_2 = 82.1234
|| y ||_2 = 55.3918
|| z ||_2 = 127.03
|| s ||_2 = 58.1116
|| r_b ||_2 = 3.88182e-09
|| r_c ||_2 = 1.32253e-08
|| r_h ||_2 = 0.479618
|| r_b ||_2 / (1 + || b ||_2) = 5.39709e-11
|| r_c ||_2 / (1 + || c ||_2) = 1.30943e-10
|| r_h ||_2 / (1 + || h ||_2) = 0.479618
primal = 2272.47
dual = 2272.47
|primal - dual| / (1 + |primal|) = 1.36681e-09
Equilibration: 1.3966e-05 secs
LDL: 1.54427 secs
origResidNorm: 57.9218
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 2.30833e-11
refined rel error: 1.34623e-16
1.34623e-16 <= 3.00021e-13
converged with relative tolerance: 6.84497e-09
Affine: 0.706574 secs
alphaAffPri = 0.397091, alphaAffDual = 0.397091
muAff = 0.00289166, mu = 0.00479618
sigma=0.219157
origResidNorm: 46.7692
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 2.26007e-11
refined rel error: 1.29135e-16
1.29135e-16 <= 3.00021e-13
converged with relative tolerance: 9.71427e-09
Corrector: 0.336943 secs
alphaPri = 0.649935, alphaDual = 0.649935
iter 7:
|| x ||_2 = 82.4991
|| y ||_2 = 55.7796
|| z ||_2 = 127.368
|| s ||_2 = 58.3204
|| r_b ||_2 = 1.27525e-07
|| r_c ||_2 = 1.96771e-07
|| r_h ||_2 = 0.236213
|| r_b ||_2 / (1 + || b ||_2) = 1.77304e-09
|| r_c ||_2 / (1 + || c ||_2) = 1.94823e-09
|| r_h ||_2 / (1 + || h ||_2) = 0.236213
primal = 2278.8
dual = 2278.8
|primal - dual| / (1 + |primal|) = 4.12904e-09
Equilibration: 1.3894e-05 secs
LDL: 1.54417 secs
origResidNorm: 58.2275
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 1.79166e-11
refined rel error: 1.35652e-16
1.35652e-16 <= 3.00021e-13
converged with relative tolerance: 4.57621e-09
Affine: 0.248519 secs
alphaAffPri = 0.536565, alphaAffDual = 0.536565
muAff = 0.0010947, mu = 0.00236213
sigma=0.0995329
origResidNorm: 52.8922
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 1.64368e-11
refined rel error: 1.33258e-16
1.33258e-16 <= 3.00021e-13
converged with relative tolerance: 6.58128e-09
Corrector: 0.330829 secs
alphaPri = 0.718616, alphaDual = 0.718616
iter 8:
|| x ||_2 = 82.8143
|| y ||_2 = 56.0673
|| z ||_2 = 127.621
|| s ||_2 = 58.4814
|| r_b ||_2 = 1.50146e-07
|| r_c ||_2 = 2.12293e-07
|| r_h ||_2 = 0.0833622
|| r_b ||_2 / (1 + || b ||_2) = 2.08756e-09
|| r_c ||_2 / (1 + || c ||_2) = 2.10191e-09
|| r_h ||_2 / (1 + || h ||_2) = 0.0833622
primal = 2282.72
dual = 2282.72
|primal - dual| / (1 + |primal|) = 4.04891e-09
Equilibration: 1.2135e-05 secs
LDL: 1.56122 secs
origResidNorm: 58.4488
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 1.65283e-11
refined rel error: 1.36534e-16
1.36534e-16 <= 3.00021e-13
converged with relative tolerance: 3.4621e-09
Affine: 0.253157 secs
alphaAffPri = 0.44359, alphaAffDual = 0.44359
muAff = 0.000463835, mu = 0.000833622
sigma=0.17226
origResidNorm: 49.3312
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 1.11098e-11
refined rel error: 1.337e-16
1.337e-16 <= 3.00021e-13
converged with relative tolerance: 5.13123e-09
Corrector: 0.155364 secs
alphaPri = 0.617593, alphaDual = 0.617593
iter 9:
|| x ||_2 = 82.9052
|| y ||_2 = 56.1665
|| z ||_2 = 127.708
|| s ||_2 = 58.5282
|| r_b ||_2 = 1.35032e-07
|| r_c ||_2 = 1.5866e-07
|| r_h ||_2 = 0.0407469
|| r_b ||_2 / (1 + || b ||_2) = 1.87742e-09
|| r_c ||_2 / (1 + || c ||_2) = 1.57089e-09
|| r_h ||_2 / (1 + || h ||_2) = 0.0407469
primal = 2283.81
dual = 2283.81
|primal - dual| / (1 + |primal|) = 2.87431e-09
|| d ||_max = 271.426
Equilibration: 0.00109038 secs
LDL: 1.55642 secs
origResidNorm: 58.5122
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 7.14638e-12
refined rel error: 1.36853e-16
1.36853e-16 <= 3.00021e-13
converged with relative tolerance: 1.99879e-09
Affine: 0.441322 secs
alphaAffPri = 0.394093, alphaAffDual = 0.394093
muAff = 0.000246888, mu = 0.000407469
sigma=0.222443
origResidNorm: 46.5791
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 1.18825e-11
refined rel error: 1.34425e-16
1.34425e-16 <= 3.00021e-13
converged with relative tolerance: 2.66116e-09
Corrector: 0.150662 secs
alphaPri = 0.88306, alphaDual = 0.88306
iter 10:
|| x ||_2 = 82.9768
|| y ||_2 = 56.2257
|| z ||_2 = 127.76
|| s ||_2 = 58.5667
|| r_b ||_2 = 8.37765e-08
|| r_c ||_2 = 9.5424e-08
|| r_h ||_2 = 0.0127689
|| r_b ||_2 / (1 + || b ||_2) = 1.16479e-09
|| r_c ||_2 / (1 + || c ||_2) = 9.44792e-10
|| r_h ||_2 / (1 + || h ||_2) = 0.0127689
primal = 2284.52
dual = 2284.52
|primal - dual| / (1 + |primal|) = 1.47956e-09
|| d ||_max = 510.368
Equilibration: 0.0551052 secs
LDL: 1.96554 secs
origResidNorm: 58.5617
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 6.76526e-12
refined rel error: 1.36801e-16
1.36801e-16 <= 3.00021e-13
converged with relative tolerance: 1.28501e-09
Affine: 0.275038 secs
alphaAffPri = 0.51094, alphaAffDual = 0.51094
muAff = 6.24475e-05, mu = 0.000127689
sigma=0.116973
origResidNorm: 51.9453
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 9.89676e-12
refined rel error: 1.36281e-16
1.36281e-16 <= 3.00021e-13
converged with relative tolerance: 1.76765e-09
Corrector: 0.11121 secs
alphaPri = 0.723224, alphaDual = 0.723224
iter 11:
|| x ||_2 = 83.0087
|| y ||_2 = 56.255
|| z ||_2 = 127.786
|| s ||_2 = 58.5846
|| r_b ||_2 = 5.75885e-08
|| r_c ||_2 = 5.68565e-08
|| r_h ||_2 = 0.00461434
|| r_b ||_2 / (1 + || b ||_2) = 8.00682e-10
|| r_c ||_2 / (1 + || c ||_2) = 5.62935e-10
|| r_h ||_2 / (1 + || h ||_2) = 0.00461434
primal = 2284.73
dual = 2284.73
|primal - dual| / (1 + |primal|) = 8.67472e-10
|| d ||_max = 854.406
Equilibration: 0.0009934 secs
LDL: 1.89466 secs
origResidNorm: 58.5828
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 2.41431e-12
refined rel error: 1.36926e-16
1.36926e-16 <= 3.00021e-13
converged with relative tolerance: 8.74957e-10
Affine: 0.285464 secs
alphaAffPri = 0.527881, alphaAffDual = 0.527881
muAff = 2.17851e-05, mu = 4.61434e-05
sigma=0.105233
origResidNorm: 52.5865
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 3.38207e-12
refined rel error: 1.36577e-16
1.36577e-16 <= 3.00021e-13
converged with relative tolerance: 1.24208e-09
Corrector: 0.353791 secs
alphaPri = 0.648444, alphaDual = 0.648444
iter 12:
|| x ||_2 = 83.0252
|| y ||_2 = 56.2649
|| z ||_2 = 127.795
|| s ||_2 = 58.595
|| r_b ||_2 = 3.86811e-08
|| r_c ||_2 = 4.52404e-08
|| r_h ||_2 = 0.00193707
|| r_b ||_2 / (1 + || b ||_2) = 5.37803e-10
|| r_c ||_2 / (1 + || c ||_2) = 4.47924e-10
|| r_h ||_2 / (1 + || h ||_2) = 0.00193707
primal = 2284.79
dual = 2284.79
|primal - dual| / (1 + |primal|) = 5.39953e-10
|| d ||_max = 1322.91
Equilibration: 0.00086115 secs
LDL: 1.55684 secs
origResidNorm: 58.5943
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 4.30747e-12
refined rel error: 1.37019e-16
1.37019e-16 <= 3.00021e-13
converged with relative tolerance: 5.88241e-10
Affine: 0.25069 secs
alphaAffPri = 0.583778, alphaAffDual = 0.583778
muAff = 8.06252e-06, mu = 1.93707e-05
sigma=0.0721067
origResidNorm: 54.4717
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 5.82495e-12
refined rel error: 1.36814e-16
1.36814e-16 <= 3.00021e-13
converged with relative tolerance: 8.33145e-10
Corrector: 0.135478 secs
alphaPri = 0.695186, alphaDual = 0.695186
iter 13:
|| x ||_2 = 83.0304
|| y ||_2 = 56.2684
|| z ||_2 = 127.798
|| s ||_2 = 58.5973
|| r_b ||_2 = 2.68435e-08
|| r_c ||_2 = 2.34788e-08
|| r_h ||_2 = 0.000687547
|| r_b ||_2 / (1 + || b ||_2) = 3.73219e-10
|| r_c ||_2 / (1 + || c ||_2) = 2.32463e-10
|| r_h ||_2 / (1 + || h ||_2) = 0.000687547
primal = 2284.83
dual = 2284.83
|primal - dual| / (1 + |primal|) = 3.08215e-10
|| d ||_max = 2225.75
Equilibration: 0.015749 secs
LDL: 1.35764 secs
origResidNorm: 58.597
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 4.93962e-13
refined rel error: 1.37078e-16
1.37078e-16 <= 3.00021e-13
converged with relative tolerance: 2.85289e-10
Affine: 0.38469 secs
alphaAffPri = 0.693172, alphaAffDual = 0.693172
muAff = 2.10959e-06, mu = 6.87546e-06
sigma=0.028886
origResidNorm: 56.9394
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 1.07989e-12
refined rel error: 1.36995e-16
1.36995e-16 <= 3.00021e-13
converged with relative tolerance: 3.72332e-10
Corrector: 0.288685 secs
alphaPri = 0.789456, alphaDual = 0.789456
iter 14:
|| x ||_2 = 83.0327
|| y ||_2 = 56.2695
|| z ||_2 = 127.799
|| s ||_2 = 58.5986
|| r_b ||_2 = 1.26848e-08
|| r_c ||_2 = 9.62014e-09
|| r_h ||_2 = 0.000160439
|| r_b ||_2 / (1 + || b ||_2) = 1.76363e-10
|| r_c ||_2 / (1 + || c ||_2) = 9.52489e-11
|| r_h ||_2 / (1 + || h ||_2) = 0.000160439
primal = 2284.84
dual = 2284.84
|primal - dual| / (1 + |primal|) = 1.81313e-10
|| d ||_max = 4614.28
Equilibration: 0.0211913 secs
LDL: 1.65361 secs
origResidNorm: 58.5986
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 1.07716e-12
refined rel error: 1.3711e-16
1.3711e-16 <= 3.00021e-13
converged with relative tolerance: 2.82764e-10
Affine: 0.663425 secs
alphaAffPri = 0.692275, alphaAffDual = 0.692275
muAff = 4.93707e-07, mu = 1.60438e-06
sigma=0.0291399
origResidNorm: 56.925
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 1.05619e-12
refined rel error: 1.37067e-16
1.37067e-16 <= 3.00021e-13
converged with relative tolerance: 3.87924e-10
Corrector: 0.061892 secs
alphaPri = 0.776758, alphaDual = 0.776758
iter 15:
|| x ||_2 = 83.0321
|| y ||_2 = 56.2702
|| z ||_2 = 127.799
|| s ||_2 = 58.5984
|| r_b ||_2 = 1.20676e-08
|| r_c ||_2 = 3.44146e-09
|| r_h ||_2 = 3.94489e-05
|| r_b ||_2 / (1 + || b ||_2) = 1.67782e-10
|| r_c ||_2 / (1 + || c ||_2) = 3.40739e-11
|| r_h ||_2 / (1 + || h ||_2) = 3.94489e-05
primal = 2284.84
dual = 2284.84
|primal - dual| / (1 + |primal|) = 1.43897e-10
Equilibration: 0.0669708 secs
LDL: 1.62776 secs
origResidNorm: 58.5984
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 2.15507e-13
2.15507e-13 <= 3.00021e-13
converged with relative tolerance: 1.48593e-10
Affine: 0.283536 secs
alphaAffPri = 0.683052, alphaAffDual = 0.683052
muAff = 1.25029e-07, mu = 3.94478e-07
sigma=0.0318393
origResidNorm: 56.7668
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 4.39037e-13
refined rel error: 1.37076e-16
1.37076e-16 <= 3.00021e-13
converged with relative tolerance: 1.76237e-10
Corrector: 0.630587 secs
alphaPri = 0.817266, alphaDual = 0.817266
iter 16:
|| x ||_2 = 83.0317
|| y ||_2 = 56.2713
|| z ||_2 = 127.8
|| s ||_2 = 58.5982
|| r_b ||_2 = 6.5017e-09
|| r_c ||_2 = 1.47497e-09
|| r_h ||_2 = 8.23606e-06
|| r_b ||_2 / (1 + || b ||_2) = 9.03963e-11
|| r_c ||_2 / (1 + || c ||_2) = 1.46037e-11
|| r_h ||_2 / (1 + || h ||_2) = 8.23606e-06
primal = 2284.84
dual = 2284.84
|primal - dual| / (1 + |primal|) = 1.35485e-10
Equilibration: 0.100605 secs
LDL: 1.35252 secs
origResidNorm: 58.5982
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 4.06896e-14
4.06896e-14 <= 3.00021e-13
converged with relative tolerance: 8.50381e-12
Affine: 0.237841 secs
alphaAffPri = 0.931548, alphaAffDual = 0.931548
muAff = 5.63702e-09, mu = 8.23496e-08
sigma=0.000320749
origResidNorm: 58.5798
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 4.30818e-14
4.30818e-14 <= 3.00021e-13
converged with relative tolerance: 8.22707e-12
Corrector: 0.019469 secs
alphaPri = 0.988939, alphaDual = 0.988939
iter 17:
|| x ||_2 = 83.0316
|| y ||_2 = 56.2713
|| z ||_2 = 127.8
|| s ||_2 = 58.5981
|| r_b ||_2 = 6.99799e-10
|| r_c ||_2 = 9.32166e-10
|| r_h ||_2 = 9.48069e-08
|| r_b ||_2 / (1 + || b ||_2) = 9.72966e-12
|| r_c ||_2 / (1 + || c ||_2) = 9.22937e-12
|| r_h ||_2 / (1 + || h ||_2) = 9.48069e-08
primal = 2284.84
dual = 2284.84
|primal - dual| / (1 + |primal|) = 1.27337e-10
Equilibration: 0.00283384 secs
LDL: 1.4807 secs
origResidNorm: 58.5981
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 1.14451e-15
1.14451e-15 <= 3.00021e-13
converged with relative tolerance: 1.04922e-13
Affine: 0.169081 secs
alphaAffPri = 0.999327, alphaAffDual = 0.999327
muAff = 6.30959e-13, mu = 9.36989e-10
sigma=3.05359e-10
origResidNorm: 58.5981
Starting FGMRES iteration 0
Starting inner FGMRES iteration 0
original rel error: 1.06635e-15
1.06635e-15 <= 3.00021e-13
converged with relative tolerance: 1.04868e-13
Corrector: 0.00978261 secs
alphaPri = 0.99, alphaDual = 0.99
iter 18:
|| x ||_2 = 83.0316
|| y ||_2 = 56.2713
|| z ||_2 = 127.8
|| s ||_2 = 58.5981
|| r_b ||_2 = 6.20687e-10
|| r_c ||_2 = 9.15531e-10
|| r_h ||_2 = 2.22068e-09
|| r_b ||_2 / (1 + || b ||_2) = 8.62972e-12
|| r_c ||_2 / (1 + || c ||_2) = 9.06467e-12
|| r_h ||_2 / (1 + || h ||_2) = 2.22068e-09
primal = 2284.84
dual = 2284.84
|primal - dual| / (1 + |primal|) = 1.27336e-10
LAV time: 54.788793573 seconds
|| b ||_2 = 70.92434870953345
|| b ||_oo = 3.944170247285212
|| A x - b ||_2 = 58.59814090642938
|| A x - b ||_1 = 2284.8433367326143
LS time: 54.788793573 seconds
|| A x_{LS} - b ||_2 = 50.05513587986317
|| A x_{LS} - b ||_1 = 2720.8335909965585
Ridge time: 2.714038968 seconds
|| A x_{Ridge} - b ||_2 = 50.05513587986317
|| A x_{Ridge} - b ||_1 = 2720.8335909965585
SUCCESS: lav.jl
LAV time: 2147.418719741 seconds
|| b ||_2 = 22.679091300663472
|| b ||_oo = 3.1967628924418032
|| A x - b ||_2 = 20.30962122404896
|| A x - b ||_1 = 246.52560797114367
LS time: 1.658301062 seconds
|| A x_{LS} - b ||_2 = 16.327279920442386
|| A x_{LS} - b ||_1 = 293.4495907781675
Ridge time: 0.563379517 seconds
|| A x_{Ridge} - b ||_2 = 16.32727992044239
|| A x_{Ridge} - b ||_1 = 293.4495907781674
┌ Warning: Assignment to `A` in soft scope is ambiguous because a global variable by the same name exists: `A` will be treated as a new local. Disambiguate by using `local A` to suppress this warning or `global A` to assign to the existing global variable.
└ @ ~/.julia/packages/Elemental/SF7xW/test/lavdense.jl:105
┌ Warning: Assignment to `b` in soft scope is ambiguous because a global variable by the same name exists: `b` will be treated as a new local. Disambiguate by using `local b` to suppress this warning or `global b` to assign to the existing global variable.
└ @ ~/.julia/packages/Elemental/SF7xW/test/lavdense.jl:106
┌ Warning: Assignment to `x` in soft scope is ambiguous because a global variable by the same name exists: `x` will be treated as a new local. Disambiguate by using `local x` to suppress this warning or `global x` to assign to the existing global variable.
└ @ ~/.julia/packages/Elemental/SF7xW/test/lavdense.jl:109
┌ Warning: Assignment to `A` in soft scope is ambiguous because a global variable by the same name exists: `A` will be treated as a new local. Disambiguate by using `local A` to suppress this warning or `global A` to assign to the existing global variable.
└ @ ~/.julia/packages/Elemental/SF7xW/test/lavdense.jl:105
┌ Warning: Assignment to `b` in soft scope is ambiguous because a global variable by the same name exists: `b` will be treated as a new local. Disambiguate by using `local b` to suppress this warning or `global b` to assign to the existing global variable.
└ @ ~/.julia/packages/Elemental/SF7xW/test/lavdense.jl:106
┌ Warning: Assignment to `x` in soft scope is ambiguous because a global variable by the same name exists: `x` will be treated as a new local. Disambiguate by using `local x` to suppress this warning or `global x` to assign to the existing global variable.
└ @ ~/.julia/packages/Elemental/SF7xW/test/lavdense.jl:109
┌ Warning: Assignment to `A` in soft scope is ambiguous because a global variable by the same name exists: `A` will be treated as a new local. Disambiguate by using `local A` to suppress this warning or `global A` to assign to the existing global variable.
└ @ ~/.julia/packages/Elemental/SF7xW/test/lavdense.jl:105
┌ Warning: Assignment to `b` in soft scope is ambiguous because a global variable by the same name exists: `b` will be treated as a new local. Disambiguate by using `local b` to suppress this warning or `global b` to assign to the existing global variable.
└ @ ~/.julia/packages/Elemental/SF7xW/test/lavdense.jl:106
┌ Warning: Assignment to `x` in soft scope is ambiguous because a global variable by the same name exists: `x` will be treated as a new local. Disambiguate by using `local x` to suppress this warning or `global x` to assign to the existing global variable.
└ @ ~/.julia/packages/Elemental/SF7xW/test/lavdense.jl:109
┌ Warning: Assignment to `A` in soft scope is ambiguous because a global variable by the same name exists: `A` will be treated as a new local. Disambiguate by using `local A` to suppress this warning or `global A` to assign to the existing global variable.
└ @ ~/.julia/packages/Elemental/SF7xW/test/lavdense.jl:105
┌ Warning: Assignment to `b` in soft scope is ambiguous because a global variable by the same name exists: `b` will be treated as a new local. Disambiguate by using `local b` to suppress this warning or `global b` to assign to the existing global variable.
└ @ ~/.julia/packages/Elemental/SF7xW/test/lavdense.jl:106
┌ Warning: Assignment to `x` in soft scope is ambiguous because a global variable by the same name exists: `x` will be treated as a new local. Disambiguate by using `local x` to suppress this warning or `global x` to assign to the existing global variable.
└ @ ~/.julia/packages/Elemental/SF7xW/test/lavdense.jl:109
SUCCESS: lavdense.jl
SUCCESS: matrix.jl
SUCCESS: distmatrix.jl
SUCCESS: props.jl
SUCCESS: generic.jl
Test Summary: | Pass Test Summary: | Pass Total
Total
generel eigenvalues (Schur) with eltype: Float32 | 1 generel eigenvalues (Schur) with eltype: Float32 | 1
1 1
Test Summary: | Pass Total
Test Summary: | Pass Total
generel eigenvalues (Schur) with eltype: Float32 | 1 generel eigenvalues (Schur) with eltype: Float32 | 1
1 1
Test Summary: | Pass Total
generel eigenvalues (Schur) with eltype: Float64 | 1 1
Test Summary: | Pass Total
generel eigenvalues (Schur) with eltype: Float64 | 1 1
Test Summary: | Pass Total
generel eigenvalues (Schur) with eltype: Float64 | 1 1
Test Summary: | Pass Total
generel eigenvalues (Schur) with eltype: Float64 | 1 1
Test Summary: | Pass Total
generel eigenvalues (Schur) with eltype: ComplexF32 | Test Summary: | Pass Total
generel eigenvalues (Schur) with eltype: ComplexF32 | 1 1
1 1
Test Summary: | Test Summary: | Pass Pass Total
Total
generel eigenvalues (Schur) with eltype: ComplexF32 | 1 generel eigenvalues (Schur) with eltype: ComplexF32 | 1
1 1
Test Summary: | Pass Total
Test Summary: | Pass Total
generel eigenvalues (Schur) with eltype: ComplexF64 | 1 Test Summary: | Pass Total
generel eigenvalues (Schur) with eltype: ComplexF64 | generel eigenvalues (Schur) with eltype: ComplexF64 | 1 1
1
1 1
Test Summary: | Pass Total
generel eigenvalues (Schur) with eltype: ComplexF64 | 1 1
SUCCESS: spectral.jl
SUCCESS: tsvd.jl
SUCCESS: svd.jl
[ Info: Running Elemental.jl tests
SUCCESS: darray.jl
Testing Elemental tests passed