论文标题
基于瓦斯恒星对抗学习的时间知识图嵌入
Wasserstein Adversarial Learning based Temporal Knowledge Graph Embedding
论文作者
论文摘要
知识图嵌入(KGE)的研究已成为一个活跃的领域,其中大多数现有的KGE主要关注静态结构数据,而忽略了时间感知三元组中涉及的时间变化的影响。为了解决这个问题,已经提出了几种时间知识图嵌入(TKGE)方法来整合近年来的时间和结构信息。但是,这些方法仅采用统一的随机抽样来构建负面事实。结果,损坏的样本通常太简单了,无法训练有效的模型。在本文中,我们通过引入对抗性学习来进一步完善传统TKGE模型的性能,提出了一个新的时间知识图嵌入框架。在我们的框架中,发电机被用来构建高质量的合理四元素,而歧视者学会了基于正面和负样本获得实体和关系的嵌入。同时,我们还采用了gumbel-softmax松弛和瓦斯汀距离,以防止离散数据上消失的梯度问题;传统生成对抗网络中的固有缺陷。通过对时间数据集的全面实验,结果表明我们提出的框架可以基于基准模型实现重大改进,并证明了我们框架的有效性和适用性。
Research on knowledge graph embedding (KGE) has emerged as an active field in which most existing KGE approaches mainly focus on static structural data and ignore the influence of temporal variation involved in time-aware triples. In order to deal with this issue, several temporal knowledge graph embedding (TKGE) approaches have been proposed to integrate temporal and structural information in recent years. However, these methods only employ a uniformly random sampling to construct negative facts. As a consequence, the corrupted samples are often too simplistic for training an effective model. In this paper, we propose a new temporal knowledge graph embedding framework by introducing adversarial learning to further refine the performance of traditional TKGE models. In our framework, a generator is utilized to construct high-quality plausible quadruples and a discriminator learns to obtain the embeddings of entities and relations based on both positive and negative samples. Meanwhile, we also apply a Gumbel-Softmax relaxation and the Wasserstein distance to prevent vanishing gradient problems on discrete data; an inherent flaw in traditional generative adversarial networks. Through comprehensive experimentation on temporal datasets, the results indicate that our proposed framework can attain significant improvements based on benchmark models and also demonstrate the effectiveness and applicability of our framework.