Aiming at expanding few-shot relations' coverage in knowledge graphs (KGs), few-shot knowledge graph completion (FKGC) has recently gained more research interests. Some existing models employ a few-shot relation's multi-hop neighbor information to enhance its semantic representation. However, noise neighbor information might be amplified when the neighborhood is excessively sparse and no neighbor is available to represent the few-shot relation. Moreover, modeling and inferring complex relations of one-to-many (1-N), many-to-one (N-1), and many-to-many (N-N) by previous knowledge graph completion approaches requires high model complexity and a large amount of training instances. Thus, inferring complex relations in the few-shot scenario is difficult for FKGC models due to limited training instances. In this paper, we propose a few-shot relational learning with global-local framework to address the above issues. At the global stage, a novel gated and attentive neighbor aggregator is built for accurately integrating the semantics of a few-shot relation's neighborhood, which helps filtering the noise neighbors even if a KG contains extremely sparse neighborhoods. For the local stage, a meta-learning based TransH (MTransH) method is designed to model complex relations and train our model in a few-shot learning fashion. Extensive experiments show that our model outperforms the state-of-the-art FKGC approaches on the frequently-used benchmark datasets NELL-One and Wiki-One. Compared with the strong baseline model MetaR, our model achieves 5-shot FKGC performance improvements of 8.0% on NELL-One and 2.8% on Wiki-One by the metric Hits@10.
翻译:为了扩大知识图表(KGs)中几发关系覆盖面,几发知识图完成率(FKGC)最近获得了更多的研究兴趣。有些现有模型使用几发关系多霍邻居信息来强化其语义代表性。然而,当周边环境过于稀少,没有邻居可以代表几发关系时,噪音邻居信息可能会被放大。此外,建模和推断一对一对一(1-N)、许多对一(N-1)和以往知识图完成率(N-N)之间的复杂关系(N-N),需要高模型复杂性和大量培训实例。因此,在几发关系中,对多霍邻居使用多霍邻居信息来强化其语义代表性。在本文中,我们建议与全球本地框架进行几发关系学习。在全球舞台上,新建了一个模型,将模型和热心的邻居关系(NK-1-1) 将几发式关系区域模型整合起来,帮助将噪声邻居过滤到甚深层次的WGMLLLLA-M 数据库,如果SIR-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-M-ILisl-M-M-M-M-M-M-M-M-M-M-M-R-M-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R)-M-M-M-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-R-