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model.py
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model.py
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#!/usr/bin/python3
from __future__ import absolute_import
from __future__ import division
from __future__ import print_function
import logging
import numpy as np
import torch
import torch.nn as nn
import torch.nn.functional as F
import datetime
import time
from torch.utils.data import DataLoader
from dataloader import TestDataset
from collections import defaultdict
from ogb.linkproppred import Evaluator
class KGEModel(nn.Module):
def __init__(self, model_name, nentity, nrelation, hidden_dim, gamma, evaluator,
double_entity_embedding=False,
double_relation_embedding=False, triple_relation_embedding=False, quad_relation_embedding=False):
super(KGEModel, self).__init__()
self.model_name = model_name
self.nentity = nentity
self.nrelation = nrelation
self.hidden_dim = hidden_dim
self.epsilon = 2.0
self.gamma = nn.Parameter(
torch.Tensor([gamma]),
requires_grad=False
)
self.embedding_range = nn.Parameter(
torch.Tensor([(self.gamma.item() + self.epsilon) / hidden_dim]),
requires_grad=False
)
self.entity_dim = hidden_dim*2 if double_entity_embedding else hidden_dim
if double_relation_embedding:
self.relation_dim = hidden_dim*2
elif triple_relation_embedding:
self.relation_dim = hidden_dim*3
elif quad_relation_embedding:
self.relation_dim = hidden_dim*4
else:
self.relation_dim = hidden_dim
self.entity_embedding = nn.Parameter(torch.zeros(nentity, self.entity_dim))
nn.init.uniform_(
tensor=self.entity_embedding,
a=-self.embedding_range.item(),
b=self.embedding_range.item()
)
self.relation_embedding = nn.Parameter(torch.zeros(nrelation, self.relation_dim))
nn.init.uniform_(
tensor=self.relation_embedding,
a=-self.embedding_range.item(),
b=self.embedding_range.item()
)
#Do not forget to modify this line when you add a new model in the "forward" function
if model_name not in ['TransE', 'DistMult', 'ComplEx', 'RotatE', 'PairRE', 'RotatEv2', 'CompoundE']:
raise ValueError('model %s not supported' % model_name)
if model_name == 'RotatE' and (not double_entity_embedding or double_relation_embedding):
raise ValueError('RotatE should use --double_entity_embedding')
if model_name == 'ComplEx' and (not double_entity_embedding or not double_relation_embedding):
raise ValueError('ComplEx should use --double_entity_embedding and --double_relation_embedding')
if model_name == 'PairRE' and (not double_relation_embedding):
raise ValueError('PairRE should use --double_relation_embedding')
if model_name == 'CompoundE' and (not triple_relation_embedding):
raise ValueError('CompoundE should use --triple_relation_embedding')
self.evaluator = evaluator
def forward(self, sample, mode='single'):
'''
Forward function that calculate the score of a batch of triples.
In the 'single' mode, sample is a batch of triple.
In the 'head-batch' or 'tail-batch' mode, sample consists two part.
The first part is usually the positive sample.
And the second part is the entities in the negative samples.
Because negative samples and positive samples usually share two elements
in their triple ((head, relation) or (relation, tail)).
'''
if mode == 'single':
batch_size, negative_sample_size = sample.size(0), 1
head = torch.index_select(
self.entity_embedding,
dim=0,
index=sample[:,0]
).unsqueeze(1)
relation = torch.index_select(
self.relation_embedding,
dim=0,
index=sample[:,1]
).unsqueeze(1)
tail = torch.index_select(
self.entity_embedding,
dim=0,
index=sample[:,2]
).unsqueeze(1)
elif mode == 'head-batch':
tail_part, head_part = sample
batch_size, negative_sample_size = head_part.size(0), head_part.size(1)
head = torch.index_select(
self.entity_embedding,
dim=0,
index=head_part.view(-1)
).view(batch_size, negative_sample_size, -1)
relation = torch.index_select(
self.relation_embedding,
dim=0,
index=tail_part[:, 1]
).unsqueeze(1)
tail = torch.index_select(
self.entity_embedding,
dim=0,
index=tail_part[:, 2]
).unsqueeze(1)
elif mode == 'tail-batch':
head_part, tail_part = sample
batch_size, negative_sample_size = tail_part.size(0), tail_part.size(1)
head = torch.index_select(
self.entity_embedding,
dim=0,
index=head_part[:, 0]
).unsqueeze(1)
relation = torch.index_select(
self.relation_embedding,
dim=0,
index=head_part[:, 1]
).unsqueeze(1)
tail = torch.index_select(
self.entity_embedding,
dim=0,
index=tail_part.view(-1)
).view(batch_size, negative_sample_size, -1)
else:
raise ValueError('mode %s not supported' % mode)
model_func = {
'TransE': self.TransE,
'DistMult': self.DistMult,
'ComplEx': self.ComplEx,
'RotatE': self.RotatE,
'PairRE': self.PairRE,
'RotatEv2': self.RotatEv2,
'CompoundE': self.CompoundE
}
if self.model_name in model_func:
score = model_func[self.model_name](head, relation, tail, mode)
else:
raise ValueError('model %s not supported' % self.model_name)
return score
def TransE(self, head, relation, tail, mode):
if mode == 'head-batch':
score = head + (relation - tail)
else:
score = (head + relation) - tail
score = self.gamma.item() - torch.norm(score, p=1, dim=2)
return score
def DistMult(self, head, relation, tail, mode):
if mode == 'head-batch':
score = head * (relation * tail)
else:
score = (head * relation) * tail
score = score.sum(dim = 2)
return score
def ComplEx(self, head, relation, tail, mode):
re_head, im_head = torch.chunk(head, 2, dim=2)
re_relation, im_relation = torch.chunk(relation, 2, dim=2)
re_tail, im_tail = torch.chunk(tail, 2, dim=2)
if mode == 'head-batch':
re_score = re_relation * re_tail + im_relation * im_tail
im_score = re_relation * im_tail - im_relation * re_tail
score = re_head * re_score + im_head * im_score
else:
re_score = re_head * re_relation - im_head * im_relation
im_score = re_head * im_relation + im_head * re_relation
score = re_score * re_tail + im_score * im_tail
score = score.sum(dim = 2)
return score
def RotatE(self, head, relation, tail, mode):
pi = 3.14159265358979323846
re_head, im_head = torch.chunk(head, 2, dim=2)
re_tail, im_tail = torch.chunk(tail, 2, dim=2)
#Make phases of relations uniformly distributed in [-pi, pi]
phase_relation = relation/(self.embedding_range.item()/pi)
re_relation = torch.cos(phase_relation)
im_relation = torch.sin(phase_relation)
if mode == 'head-batch':
re_score = re_relation * re_tail + im_relation * im_tail
im_score = re_relation * im_tail - im_relation * re_tail
re_score = re_score - re_head
im_score = im_score - im_head
else:
re_score = re_head * re_relation - im_head * im_relation
im_score = re_head * im_relation + im_head * re_relation
re_score = re_score - re_tail
im_score = im_score - im_tail
score = torch.stack([re_score, im_score], dim = 0)
score = score.norm(dim = 0)
score = self.gamma.item() - score.sum(dim = 2)
return score
def RotatEv2(self, head, relation, tail, mode, r_norm=None):
pi = 3.14159265358979323846
re_head, im_head = torch.chunk(head, 2, dim=2)
re_tail, im_tail = torch.chunk(tail, 2, dim=2)
#Make phases of relations uniformly distributed in [-pi, pi]
phase_relation = relation/(self.embedding_range.item()/pi)
re_relation = torch.cos(phase_relation)
im_relation = torch.sin(phase_relation)
re_relation_head, re_relation_tail = torch.chunk(re_relation, 2, dim=2)
im_relation_head, im_relation_tail = torch.chunk(im_relation, 2, dim=2)
re_score_head = re_head * re_relation_head - im_head * im_relation_head
im_score_head = re_head * im_relation_head + im_head * re_relation_head
re_score_tail = re_tail * re_relation_tail - im_tail * im_relation_tail
im_score_tail = re_tail * im_relation_tail + im_tail * re_relation_tail
re_score = re_score_head - re_score_tail
im_score = im_score_head - im_score_tail
score = torch.stack([re_score, im_score], dim = 0)
score = score.norm(dim = 0)
score = self.gamma.item() - score.sum(dim = 2)
return score
def PairRE(self, head, relation, tail, mode):
re_head, re_tail = torch.chunk(relation, 2, dim=2)
head = F.normalize(head, 2, -1)
tail = F.normalize(tail, 2, -1)
score = head * re_head - tail * re_tail
score = self.gamma.item() - torch.norm(score, p=1, dim=2)
return score
def CompoundE(self, head, relation, tail, mode):
tail_scale, tail_translate, theta = torch.chunk(relation, 3, dim=2)
theta, _ = torch.chunk(theta, 2, dim=2)
head = F.normalize(head, 2, -1)
tail = F.normalize(tail, 2, -1)
pi = 3.14159265358979323846
theta = theta/(self.embedding_range.item()/pi)
re_rotation = torch.cos(theta)
im_rotation = torch.sin(theta)
re_rotation = re_rotation.unsqueeze(-1)
im_rotation = im_rotation.unsqueeze(-1)
tail = tail.view((tail.shape[0], tail.shape[1], -1, 2))
tail_r = torch.cat((re_rotation * tail[:, :, :, 0:1], im_rotation * tail[:, :, :, 0:1]), dim=-1)
tail_r += torch.cat((-im_rotation * tail[:, :, :, 1:], re_rotation * tail[:, :, :, 1:]), dim=-1)
tail_r = tail_r.view((tail_r.shape[0], tail_r.shape[1], -1))
tail_r += tail_translate
tail_r *= tail_scale
score = head - tail_r
score = self.gamma.item() - torch.norm(score, p=1, dim=2)
return score
@staticmethod
def train_step(model, optimizer, train_iterator, args):
'''
A single train step. Apply back-propation and return the loss
'''
model.train()
optimizer.zero_grad()
positive_sample, negative_sample, subsampling_weight, mode = next(train_iterator)
if args.cuda:
positive_sample = positive_sample.cuda()
negative_sample = negative_sample.cuda()
subsampling_weight = subsampling_weight.cuda()
negative_score = model((positive_sample, negative_sample), mode=mode)
if args.negative_adversarial_sampling:
#In self-adversarial sampling, we do not apply back-propagation on the sampling weight
negative_score = (F.softmax(negative_score * args.adversarial_temperature, dim = 1).detach()
* F.logsigmoid(-negative_score)).sum(dim = 1)
else:
negative_score = F.logsigmoid(-negative_score).mean(dim = 1)
positive_score = model(positive_sample)
positive_score = F.logsigmoid(positive_score).squeeze(dim = 1)
if args.uni_weight:
positive_sample_loss = - positive_score.mean()
negative_sample_loss = - negative_score.mean()
else:
positive_sample_loss = - (subsampling_weight * positive_score).sum()/subsampling_weight.sum()
negative_sample_loss = - (subsampling_weight * negative_score).sum()/subsampling_weight.sum()
loss = (positive_sample_loss + negative_sample_loss)/2
if args.regularization != 0.0:
#Use L3 regularization for ComplEx and DistMult
regularization = args.regularization * (
model.entity_embedding.norm(p = 3)**3 +
model.relation_embedding.norm(p = 3).norm(p = 3)**3
)
loss = loss + regularization
regularization_log = {'regularization': regularization.item()}
else:
regularization_log = {}
loss.backward()
optimizer.step()
log = {
**regularization_log,
'positive_sample_loss': positive_sample_loss.item(),
'negative_sample_loss': negative_sample_loss.item(),
'loss': loss.item()
}
return log
@staticmethod
def test_step(model, test_triples, args, random_sampling=False):
'''
Evaluate the model on test or valid datasets
'''
model.eval()
#Prepare dataloader for evaluation
test_dataloader_head = DataLoader(
TestDataset(
test_triples,
args,
'head-batch',
random_sampling
),
batch_size=args.test_batch_size,
num_workers=max(1, args.cpu_num//2),
collate_fn=TestDataset.collate_fn
)
test_dataloader_tail = DataLoader(
TestDataset(
test_triples,
args,
'tail-batch',
random_sampling
),
batch_size=args.test_batch_size,
num_workers=max(1, args.cpu_num//2),
collate_fn=TestDataset.collate_fn
)
test_dataset_list = [test_dataloader_head, test_dataloader_tail]
test_logs = defaultdict(list)
step = 0
total_steps = sum([len(dataset) for dataset in test_dataset_list])
with torch.no_grad():
t1 = datetime.datetime.now().microsecond
t3 = time.mktime(datetime.datetime.now().timetuple())
for test_dataset in test_dataset_list:
for positive_sample, negative_sample, mode in test_dataset:
if args.cuda:
positive_sample = positive_sample.cuda()
negative_sample = negative_sample.cuda()
batch_size = positive_sample.size(0)
score = model((positive_sample, negative_sample), mode)
batch_results = model.evaluator.eval({'y_pred_pos': score[:, 0],
'y_pred_neg': score[:, 1:]})
for metric in batch_results:
test_logs[metric].append(batch_results[metric])
if step % args.test_log_steps == 0:
logging.info('Evaluating the model... (%d/%d)' % (step, total_steps))
step += 1
t2 = datetime.datetime.now().microsecond
t4 = time.mktime(datetime.datetime.now().timetuple())
strTime = 'funtion time use:%dms' % ((t4 - t3) * 1000 + (t2 - t1) / 1000)
print (strTime)
metrics = {}
for metric in test_logs:
metrics[metric] = torch.cat(test_logs[metric]).mean().item()
return metrics