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model.py
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model.py
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from __future__ import print_function
import numpy as np
import torch
import torch.nn as nn
from config import *
from torch.nn.utils.weight_norm import weight_norm
import torch.nn.functional as F
from torch.autograd import Variable
from torch.distributions.categorical import Categorical
class QuestionParser(nn.Module):
glove_file = DATA_DIR + "/glove6b_init_300d.npy"
def __init__(self, dropout=0.3, word_dim=300, ques_dim=1024):
super(QuestionParser, self).__init__()
self.dropout = dropout
self.word_dim = word_dim
self.ques_dim = ques_dim
self.embd = nn.Embedding(VOCAB_SIZE + 1, self.word_dim, padding_idx=VOCAB_SIZE)
self.rnn = nn.GRU(self.word_dim, self.ques_dim)
self.drop = nn.Dropout(self.dropout)
self.glove_init()
def glove_init(self):
print("initialising with glove embeddings")
glove_embds = torch.from_numpy(np.load(self.glove_file))
assert glove_embds.size() == (VOCAB_SIZE, self.word_dim)
self.embd.weight.data[:VOCAB_SIZE] = glove_embds
print("done.")
def forward(self, questions):
# (B, MAXLEN)
# print("question size ", questions.size())
questions = questions.t() # (MAXLEN, B)
questions = self.embd(questions) # (MAXLEN, B, word_size)
_, (q_emb) = self.rnn(questions)
q_emb = q_emb[-1] # (B, ques_size)
q_emb = self.drop(q_emb)
return q_emb
class FCNet(nn.Module):
"""Simple class for non-linear fully connect network
"""
def __init__(self, dims):
super(FCNet, self).__init__()
layers = []
for i in range(len(dims)-2):
in_dim = dims[i]
out_dim = dims[i+1]
layers.append(weight_norm(nn.Linear(in_dim, out_dim), dim=None))
layers.append(nn.LeakyReLU())
layers.append(weight_norm(nn.Linear(dims[-2], dims[-1]), dim=None))
layers.append(nn.LeakyReLU())
self.main = nn.Sequential(*layers)
def forward(self, x):
return self.main(x)
class ScoringFunction(nn.Module):
def __init__(self, ques_dim, dropout=0.3, v_dim=2048, score_dim=1024):
super(ScoringFunction, self).__init__()
self.q_dim = ques_dim
self.dropout = dropout
self.v_dim = v_dim
self.score_dim = score_dim
self.v_drop = nn.Dropout(self.dropout)
self.q_drop = nn.Dropout(self.dropout)
self.v_proj = FCNet([self.v_dim, self.score_dim])
self.q_proj = FCNet([self.q_dim, self.score_dim])
self.s_drop = nn.Dropout(self.dropout)
def forward(self, v, q):
"""
v: [batch, k, vdim]
q: [batch, qdim]
"""
batch, k, _ = v.size()
v = self.v_drop(v)
q = self.q_drop(q)
v_proj = self.v_proj(v) # [batch, k, qdim]
q_proj = self.q_proj(q).unsqueeze(1).repeat(1, k, 1) # [batch, k, qdim]
s = v_proj * q_proj
s = self.s_drop(s)
return s # (B, k, score_dim)
class GTUScoringFunction(nn.Module):
def __init__(self, ques_dim, dropout=0.3, v_dim=2048, score_dim=2048):
super(GTUScoringFunction, self).__init__()
self.q_dim = ques_dim
self.dropout = dropout
self.v_dim = v_dim
self.score_dim = score_dim
self.predrop = nn.Dropout(self.dropout)
self.dense1 = weight_norm(nn.Linear(self.v_dim + self.q_dim, self.score_dim), dim=None)
self.dense2 = weight_norm(nn.Linear(self.v_dim + self.q_dim, self.score_dim), dim=None)
self.s_drop = nn.Dropout(self.dropout)
def forward(self, v, q):
"""
v: [batch, k, vdim]
q: [batch, qdim]
"""
batch, k, _ = v.size()
q = q[:, None, :].repeat(1, k, 1) # (B, k, q_dim)
vq = torch.cat([v, q], dim=2) # (B, k, v_dim + q_dim)
vq = self.predrop(vq)
y = F.tanh(self.dense1(vq)) # (B, k, score_dim)
g = F.sigmoid(self.dense2(vq)) # (B, k, score_dim)
s = y * g
s = self.s_drop(s)
return s # (B, k, score_dim)
class SoftCount(nn.Module):
def __init__(self, ques_dim=1024, score_dim=512, dropout=0.1):
super(SoftCount, self).__init__()
self.ques_parser = QuestionParser(ques_dim=ques_dim, dropout=dropout)
self.f = ScoringFunction(ques_dim=ques_dim, score_dim=score_dim, dropout=dropout)
self.W = weight_norm(nn.Linear(score_dim, 1), dim=None)
def forward(self, v_emb, q):
# v_emb = (B, k, v_dim)
# q = (B, MAXLEN)
q_emb = self.ques_parser(q) # (B, q_dim)
s = self.f(v_emb, q_emb) # (B, k, score_dim)
soft_counts = F.sigmoid(self.W(s)).squeeze(2) # (B, k)
C = soft_counts.sum(dim=1) # (B,)
return C
class RhoScorer(nn.Module):
def __init__(self, ques_dim):
super(RhoScorer, self).__init__()
self.W = weight_norm(nn.Linear(ques_dim, 1), dim=None)
inp_dim = 1 + 1 + 6 + 6 + 1 + 1 + 1 # 17
self.f_rho = FCNet([inp_dim, 100])
self.dense = weight_norm(nn.Linear(100, 1), dim=None)
@staticmethod
def get_spatials(b):
# b = (B, k, 6)
b = b.float()
B, k, _ = b.size()
b_ij = torch.stack([b] * k, dim=1) # (B, k, k, 6)
b_ji = b_ij.transpose(1, 2)
area_ij = (b_ij[:, :, :, 2] - b_ij[:, :, :, 0]) * (b_ij[:, :, :, 3] - b_ij[:, :, :, 1])
area_ji = (b_ji[:, :, :, 2] - b_ji[:, :, :, 0]) * (b_ji[:, :, :, 3] - b_ji[:, :, :, 1])
righmost_left = torch.max(b_ij[:, :, :, 0], b_ji[:, :, :, 0])
downmost_top = torch.max(b_ij[:, :, :, 1], b_ji[:, :, :, 1])
leftmost_right = torch.min(b_ij[:, :, :, 2], b_ji[:, :, :, 2])
topmost_down = torch.min(b_ij[:, :, :, 3], b_ji[:, :, :, 3])
# calucate the separations
left_right = (leftmost_right - righmost_left)
up_down = (topmost_down - downmost_top)
# don't multiply negative separations,
# might actually give a postive area that doesn't exit!
left_right = torch.max(0*left_right, left_right)
up_down = torch.max(0*up_down, up_down)
overlap = left_right * up_down
iou = overlap / (area_ij + area_ji - overlap)
o_ij = overlap / area_ij
o_ji = overlap / area_ji
iou = iou.unsqueeze(3) # (B, k, k, 1)
o_ij = o_ij.unsqueeze(3) # (B, k, k, 1)
o_ji = o_ji.unsqueeze(3) # (B, k, k, 1)
return b_ij, b_ji, iou, o_ij, o_ji
def forward(self, q_emb, v_emb, b):
# q_emb = (B, ques_size)
# v_emb = (B, k, v_dim)
# b = (B, k, 6)
B, k, _ = v_emb.size()
features = []
wq = self.W(q_emb).squeeze(1) # (B,)
wq = wq[:, None, None, None].repeat(1, k, k, 1) # (B, k, k, 1)
assert wq.size() == (B, k, k, 1), "wq size is {}".format(wq.size())
features.append(wq)
norm_v_emb = F.normalize(v_emb, dim=2) # (B, k, v_dim)
vtv = torch.bmm(norm_v_emb, norm_v_emb.transpose(1, 2)) # (B, k, k)
vtv = vtv[:, :, :, None].repeat(1, 1, 1, 1) # (B, k, k, 1)
assert vtv.size() == (B, k, k, 1)
features.append(vtv)
b_ij, b_ji, iou, o_ij, o_ji = self.get_spatials(b)
assert b_ij.size() == (B, k, k, 6)
assert b_ji.size() == (B, k, k, 6)
assert iou.size() == (B, k, k, 1)
assert o_ij.size() == (B, k, k, 1)
assert o_ji.size() == (B, k, k, 1)
features.append(b_ij) # (B, k, k, 6)
features.append(b_ji) # (B, k, k, 6)
features.append(iou) # (B, k, k, 1)
features.append(o_ij) # (B, k, k, 1)
features.append(o_ji) # (B, k, k, 1)
features = torch.cat(features, dim=3) # (B, k, k, 17)
rho = self.f_rho(features) # (B, k, k, 100)
rho = self.dense(rho).squeeze(3) # (B, k, k)
return rho, features # (B, k, k)
class IRLC(nn.Module):
def __init__(self, ques_dim=1024, score_dim=2048, dropout=0.5):
super(IRLC, self).__init__()
# print("question parser has zero dropout")
# put zero dropout for question, because it will get dropped out in scoring anyways.
self.ques_parser = QuestionParser(ques_dim=ques_dim, dropout=0)
self.f_s = ScoringFunction(ques_dim=ques_dim, score_dim=score_dim, dropout=dropout)
self.W = weight_norm(nn.Linear(score_dim, 1), dim=None)
self.f_rho = RhoScorer(ques_dim=ques_dim)
# extra custom parameters
self.eps = nn.Parameter(torch.zeros(1))
self.extra_params = nn.ParameterList([self.eps])
def sample_action(self, probs, already_selected=None, greedy=False):
# probs = (B, k+1)
# already_selected = (num_timesteps, B)
if already_selected is None:
mask = 1
else:
mask = Variable(torch.ones(probs.size()))
if USE_CUDA:
# TODO: uncomment this, when this model works
mask = mask.cuda()
pass
mask = mask.scatter_(1, already_selected.t(), 0) # (B, k+1)
masked_probs = mask * (probs + 1e-20) # (B, k+1), add epsilon to make sure no non-masked value is zero.
dist = Categorical(probs=masked_probs)
if greedy:
_, a = masked_probs.max(dim=1) # (B)
else:
a = dist.sample() # (B)
log_prob = dist.log_prob(a) # (B)
entropy = dist.entropy() # (B)
return a, log_prob, entropy
@staticmethod
def get_interaction(rho, a):
# get the interaction row in rho corresponding to the action a
# rho = (B, num_actions, k)
# a = (B) containing action indices between 0 and num_actions-1
B, _, k = rho.size()
# first expand a to the size required output
a = a[:, None].repeat(1, k) # (B, k)
# print("rho size = {} and a size = {}".format(rho.size(), a.size()))
interaction = rho.gather(dim=1, index=a.unsqueeze(dim=1)).squeeze(dim=1) # (B, k)
assert interaction.size() == (B, k), "interaction size is {}".format(interaction.size())
# print("interaction size = {}".format(interaction.size()))
return interaction # (B, k)
def sample_objects(self, kappa_0, rho, batch_eps, greedy=False):
# kappa_0 = (B, k)
# rho = (B, k, k)
# add an extra row of 0 interaction for the terminal action
rho = torch.cat((rho, 0 * rho[:, :1, :]), dim=1) # (B, k+1, k)
B, k = kappa_0.size()
P = None # save un-scaled probabilities of each action at each time-step. mainly for visualization
logPA = None # log prob values for each time-step.
entP = None # distribution entropy value for each timestep.
A = None # will store action values at each timestep.
T = k+1 # num timesteps = different possible actions. +1 for the terminal action
kappa = kappa_0 # (B, k), starting kappa
for t in range(T):
# calculate probabilities of each action
unscaled_p = F.softmax(torch.cat((kappa, batch_eps), dim=1), dim=1) # (B, k+1)
# print("p = ", p)
# select one object (called "action" in RL terms), avoid already selected objects.
a, log_prob, entropy = self.sample_action(
probs=unscaled_p, already_selected=A, greedy=greedy) # (B,), (B,), (B,)
# update kappa logits with the row in the interaction matrix corresponding to the chosen action.
interaction = self.get_interaction(rho, a)
kappa = kappa + interaction
# record the prob and action values at each timestep for later use
P = unscaled_p[None] if P is None else torch.cat((P, unscaled_p[None]), dim=0) # (t+1, B, k+1)
logPA = log_prob[None] if logPA is None else torch.cat((logPA, log_prob[None]), dim=0) # (t+1, B)
entP = entropy[None] if entP is None else torch.cat((entP, log_prob[None]), dim=0) # (t+1, B)
A = a[None] if A is None else torch.cat((A, a[None]), dim=0) # (t+1, B)
assert logPA.size() == (T, B)
assert entP.size() == (T, B)
assert A.size() == (T, B)
# calculate count
terminal_action = (A == k) # (T, B) # true for the timestep when terminal action was selected.
_, count = terminal_action.max(dim=0) # (B,) # index of the terminal action is considered the count
return logPA, entP, A, count, P
def compute_vars(self, v_emb, b, q):
# v_emb = (B, k, v_dim)
# b = (B, k, 6)
# q = (B, MAXLEN)
B, k, _ = v_emb.size()
q_emb = self.ques_parser(q) # (B, q_dim)
s = self.f_s(v_emb, q_emb) # (B, k, score_dim)
kappa_0 = self.W(s).squeeze(2) # (B, k)
rho, _ = self.f_rho(q_emb, v_emb, b) # (B, k, k)
return kappa_0, rho
def take_mc_samples(self, kappa_0, rho, num_mc_samples):
# kappa_0 = (B, k)
# rho = (B, k, k)
B, k = kappa_0.size()
assert rho.size() == (B, k, k)
kappa_0 = kappa_0.repeat(num_mc_samples, 1) # (B * samples, k)
rho = rho.repeat(num_mc_samples, 1, 1) # (B * samples, k)
batch_eps = torch.cat([self.eps] * B * num_mc_samples)[:, None] # (B * samples, 1)
logPA, entP, A, count, P = self.sample_objects(kappa_0=kappa_0, rho=rho, batch_eps=batch_eps)
_, _, _, greedy_count, _ = self.sample_objects(kappa_0=kappa_0, rho=rho, batch_eps=batch_eps, greedy=True)
return count, greedy_count, logPA, entP, A, rho, P
def get_sc_loss(self, count_gt, count, greedy_count, logPA, valid_A):
# count_gt = (B,)
# count = (B,)
# greedy_count = (B,)
# logPA = (T, B)
# valid_A = (T, B)
assert count.size() == count_gt.size()
assert greedy_count.size() == count_gt.size()
count = count.float()
greedy_count = greedy_count.float()
count_gt = count_gt.float()
# self-critical loss
E = torch.abs(count - count_gt) # (B,)
E_greedy = torch.abs(greedy_count - count_gt) # (B,)
R = E_greedy - E # (B,)
assert R.size() == count.size(), "R size is {}".format(R.size())
mean_log_PA = (logPA * valid_A).sum(dim=0) / valid_A.sum(dim=0) # (B,)
batch_sc_loss = - R * mean_log_PA # (B,)
sc_loss = batch_sc_loss.mean(dim=0) # (1,)
return sc_loss
def get_entropy_loss(self, entP, valid_A):
# entP = (T, B)
# valid_A = (T, B)
batch_entropy_loss = - (entP * valid_A).sum(dim=0) / valid_A.sum(dim=0) # (B,)
entropy_loss = batch_entropy_loss.mean(dim=0)
return entropy_loss
def get_interaction_strength(self, rho, A, pre_terminal_A):
# rho = (B, k, k)
# A = (T, B)
B, k, _ = rho.size()
T, B = A.size()
# interaction strength, lower is better, sparse preferred.
interactions = F.smooth_l1_loss(rho, 0*rho.detach(), reduce=False) # (B, k, k)
interactions = interactions.mean(dim=2) # (B, k)
# add a dummy interaction for the terminal action, pad zeros (value doesn't matter as it will be masked anyways.
interactions = torch.cat((interactions, 0*interactions[:, :1]), dim=1) # (B, k+1)
# for each timestep select the interaction corresponding to the performed action
repeated_interactions = interactions[None].repeat(T, 1, 1) # (T, B, k)
action_interactions = repeated_interactions.gather(dim=2, index=A.unsqueeze(2)).squeeze(2) # (T ,B)
# mask out interactions due to actions done after the terminal action
valid_interactions = (action_interactions * pre_terminal_A).sum(dim=0) / (1e-20 + pre_terminal_A.sum(dim=0)) # (B,)
interaction_strength = valid_interactions.mean(dim=0)
return interaction_strength
def get_loss(self, count_gt, count, greedy_count, logPA, entP, A, rho):
# count_gt = (B,)
# count = (B,)
# greedy_count = (B,)
# logPA = (T, B)
# entP = (T, B)
# A = (T, B)
# rho = (B, k, k)
assert count.size() == count_gt.size()
assert greedy_count.size() == count_gt.size()
B, k, _ = rho.size()
terminal_action = A.max()
assert terminal_action.item() == k
terminal_A = (A == terminal_action).float() # (T, B)
post_terminal_A = terminal_A.cumsum(dim=0) - terminal_A # (T, B)
pre_terminal_A = 1 - post_terminal_A - terminal_A
valid_A = 1 - post_terminal_A # (T, B)
sc_loss = self.get_sc_loss(count_gt, count, greedy_count, logPA, valid_A)
entropy_loss = self.get_entropy_loss(entP, valid_A)
interaction_strength = self.get_interaction_strength(rho, A, pre_terminal_A)
# print("sc_loss", sc_loss, "entropy loss", entropy_loss, "interaction strength", interaction_strength)
loss = 1.0 * sc_loss + .005 * entropy_loss + .005 * interaction_strength
return loss