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pybind11_ke.module.model.Analogy 源代码

# coding:utf-8
#
# pybind11_ke/module/model/Analogy.py
# 
# git pull from OpenKE-PyTorch by LuYF-Lemon-love <luyanfeng_nlp@qq.com> on May 7, 2023
# updated by LuYF-Lemon-love <luyanfeng_nlp@qq.com> on Jan 13, 2023
# 
# 该头文件定义了 Analogy.

"""
Analogy 类 - DistMult、HolE 和 ComplEx 的集大成者,效果与 HolE、ComplEx 差不多。
"""

import torch
import typing
import numpy as np
import torch.nn as nn
from .Model import Model
from typing_extensions import override

[文档]class Analogy(Model): """ ``Analogy`` :cite:`ANALOGY` 提出于 2017 年,:py:class:`pybind11_ke.module.model.DistMult`、:py:class:`pybind11_ke.module.model.HolE` 和 :py:class:`pybind11_ke.module.model.ComplEx` 的集大成者, 效果与 :py:class:`pybind11_ke.module.model.HolE`、:py:class:`pybind11_ke.module.model.ComplEx` 差不多。 评分函数为: .. math:: <\operatorname{Re}(\mathbf{h_c}),\operatorname{Re}(\mathbf{r_c}),\operatorname{Re}(\mathbf{t_c})> +<\operatorname{Re}(\mathbf{h_c}),\operatorname{Im}(\mathbf{r_c}),\operatorname{Im}(\mathbf{t_c})> +<\operatorname{Im}(\mathbf{h_c}),\operatorname{Re}(\mathbf{r_c}),\operatorname{Im}(\mathbf{t_c})> -<\operatorname{Im}(\mathbf{h_c}),\operatorname{Im}(\mathbf{r_c}),\operatorname{Re}(\mathbf{t_c})> +<\mathbf{h_d}, \mathbf{r_d}, \mathbf{t_d}> 评分函数为 :py:class:`pybind11_ke.module.model.DistMult` 和 :py:class:`pybind11_ke.module.model.ComplEx` 两者评分函数的和。:math:`< \mathbf{a}, \mathbf{b}, \mathbf{c} >` 为逐元素多线性点积(element-wise multi-linear dot product), 正三元组的评分函数的值越大越好,负三元组越小越好,如果想获得更详细的信息请访问 :ref:`ANALOGY <analogy>`。 例子:: from pybind11_ke.config import Trainer, Tester from pybind11_ke.module.model import Analogy from pybind11_ke.module.loss import SoftplusLoss from pybind11_ke.module.strategy import NegativeSampling # define the model analogy = Analogy( ent_tol = train_dataloader.get_ent_tol(), rel_tol = train_dataloader.get_rel_tol(), dim = 200 ) # define the loss function model = NegativeSampling( model = analogy, loss = SoftplusLoss(), batch_size = train_dataloader.get_batch_size(), regul_rate = 1.0 ) # test the model tester = Tester(model = analogy, data_loader = test_dataloader, use_gpu = True, device = 'cuda:1') # train the model trainer = Trainer(model = model, data_loader = train_dataloader, epochs = 2000, lr = 0.5, opt_method = "adagrad", use_gpu = True, device = 'cuda:1', tester = tester, test = True, valid_interval = 100, log_interval = 100, save_interval = 100, save_path = '../../checkpoint/analogy.pth', delta = 0.01) trainer.run() """
[文档] def __init__( self, ent_tol: int, rel_tol: int, dim: int = 100): """创建 Analogy 对象。 :param ent_tol: 实体的个数 :type ent_tol: int :param rel_tol: 关系的个数 :type rel_tol: int :param dim: 实体嵌入向量和关系嵌入向量的维度 :type dim: int """ super(Analogy, self).__init__(ent_tol, rel_tol) #: 实体嵌入向量和关系嵌入向量的维度 self.dim: int = dim #: 根据实体个数,创建的实体嵌入的实部 self.ent_re_embeddings: torch.nn.Embedding = nn.Embedding(self.ent_tol, self.dim) #: 根据实体个数,创建的实体嵌入的虚部 self.ent_im_embeddings: torch.nn.Embedding = nn.Embedding(self.ent_tol, self.dim) #: 根据关系个数,创建的关系嵌入的实部 self.rel_re_embeddings: torch.nn.Embedding = nn.Embedding(self.rel_tol, self.dim) #: 根据关系个数,创建的关系嵌入的虚部 self.rel_im_embeddings: torch.nn.Embedding = nn.Embedding(self.rel_tol, self.dim) #: 根据实体个数,创建的实体嵌入,维度为 2 * :py:attr:`dim` self.ent_embeddings: torch.nn.Embedding = nn.Embedding(self.ent_tol, self.dim * 2) #: 根据关系个数,创建的关系嵌入, 维度为 2 * :py:attr:`dim` self.rel_embeddings: torch.nn.Embedding = nn.Embedding(self.rel_tol, self.dim * 2) nn.init.xavier_uniform_(self.ent_re_embeddings.weight.data) nn.init.xavier_uniform_(self.ent_im_embeddings.weight.data) nn.init.xavier_uniform_(self.rel_re_embeddings.weight.data) nn.init.xavier_uniform_(self.rel_im_embeddings.weight.data) nn.init.xavier_uniform_(self.ent_embeddings.weight.data) nn.init.xavier_uniform_(self.rel_embeddings.weight.data)
[文档] def _calc( self, h_re: torch.Tensor, h_im: torch.Tensor, h: torch.Tensor, t_re: torch.Tensor, t_im: torch.Tensor, t: torch.Tensor, r_re: torch.Tensor, r_im: torch.Tensor, r: torch.Tensor) -> torch.Tensor: """计算 Analogy 的评分函数。 :param h_re: 头实体的实部向量。 :type h_re: torch.Tensor :param h_im: 头实体的虚部向量。 :type h_im: torch.Tensor :param h: 头实体的向量。 :type h: torch.Tensor :param t_re: 尾实体的实部向量。 :type t_re: torch.Tensor :param t_im: 尾实体的虚部向量。 :type t_im: torch.Tensor :param t: 尾实体的向量。 :type t: torch.Tensor :param r_re: 关系的实部向量。 :type r_re: torch.Tensor :param r_im: 关系的虚部向量。 :type r_im: torch.Tensor :param r: 关系的向量。 :type r: torch.Tensor :returns: 三元组的得分 :rtype: torch.Tensor """ return (torch.sum(r_re * h_re * t_re + r_re * h_im * t_im + r_im * h_re * t_im - r_im * h_im * t_re, -1) + torch.sum(h * t * r, -1))
[文档] @override def forward( self, data: dict[str, typing.Union[torch.Tensor, str]]) -> torch.Tensor: """ 定义每次调用时执行的计算。 :py:class:`torch.nn.Module` 子类必须重写 :py:meth:`torch.nn.Module.forward`。 :param data: 数据。 :type data: dict[str, typing.Union[torch.Tensor, str]] :returns: 三元组的得分 :rtype: torch.Tensor """ batch_h = data['batch_h'] batch_t = data['batch_t'] batch_r = data['batch_r'] h_re = self.ent_re_embeddings(batch_h) h_im = self.ent_im_embeddings(batch_h) h = self.ent_embeddings(batch_h) t_re = self.ent_re_embeddings(batch_t) t_im = self.ent_im_embeddings(batch_t) t = self.ent_embeddings(batch_t) r_re = self.rel_re_embeddings(batch_r) r_im = self.rel_im_embeddings(batch_r) r = self.rel_embeddings(batch_r) score = self._calc(h_re, h_im, h, t_re, t_im, t, r_re, r_im, r) return score
[文档] def regularization( self, data: dict[str, typing.Union[torch.Tensor, str]]) -> torch.Tensor: """L2 正则化函数(又称权重衰减),在损失函数中用到。 :param data: 数据。 :type data: dict[str, typing.Union[torch.Tensor, str]] :returns: 模型参数的正则损失 :rtype: torch.Tensor """ batch_h = data['batch_h'] batch_t = data['batch_t'] batch_r = data['batch_r'] h_re = self.ent_re_embeddings(batch_h) h_im = self.ent_im_embeddings(batch_h) h = self.ent_embeddings(batch_h) t_re = self.ent_re_embeddings(batch_t) t_im = self.ent_im_embeddings(batch_t) t = self.ent_embeddings(batch_t) r_re = self.rel_re_embeddings(batch_r) r_im = self.rel_im_embeddings(batch_r) r = self.rel_embeddings(batch_r) regul = (torch.mean(h_re ** 2) + torch.mean(h_im ** 2) + torch.mean(h ** 2) + torch.mean(t_re ** 2) + torch.mean(t_im ** 2) + torch.mean(t ** 2) + torch.mean(r_re ** 2) + torch.mean(r_im ** 2) + torch.mean(r ** 2)) / 9 return regul
[文档] @override def predict( self, data: dict[str, typing.Union[torch.Tensor,str]]) -> np.ndarray: """Analogy 的推理方法。 :param data: 数据。 :type data: dict[str, typing.Union[torch.Tensor,str]] :returns: 三元组的得分 :rtype: numpy.ndarray """ score = -self.forward(data) return score.cpu().data.numpy()
[文档]def get_analogy_hpo_config() -> dict[str, dict[str, typing.Any]]: """返回 :py:class:`Analogy` 的默认超参数优化配置。 默认配置为:: parameters_dict = { 'model': { 'value': 'Analogy' }, 'dim': { 'values': [50, 100, 200] } } :returns: :py:class:`Analogy` 的默认超参数优化配置 :rtype: dict[str, dict[str, typing.Any]] """ parameters_dict = { 'model': { 'value': 'Analogy' }, 'dim': { 'values': [50, 100, 200] } } return parameters_dict

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