Heterogeneous graph neural networks (HGNNs) as an emerging technique have shown superior capacity of dealing with heterogeneous information network (HIN). However, most HGNNs follow a semi-supervised learning manner, which notably limits their wide use in reality since labels are usually scarce in real applications. Recently, contrastive learning, a self-supervised method, becomes one of the most exciting learning paradigms and shows great potential when there are no labels. In this paper, we study the problem of self-supervised HGNNs and propose a novel co-contrastive learning mechanism for HGNNs, named HeCo. Different from traditional contrastive learning which only focuses on contrasting positive and negative samples, HeCo employs cross-viewcontrastive mechanism. Specifically, two views of a HIN (network schema and meta-path views) are proposed to learn node embeddings, so as to capture both of local and high-order structures simultaneously. Then the cross-view contrastive learning, as well as a view mask mechanism, is proposed, which is able to extract the positive and negative embeddings from two views. This enables the two views to collaboratively supervise each other and finally learn high-level node embeddings. Moreover, two extensions of HeCo are designed to generate harder negative samples with high quality, which further boosts the performance of HeCo. Extensive experiments conducted on a variety of real-world networks show the superior performance of the proposed methods over the state-of-the-arts.
翻译:作为新兴技术,我们研究自控自控自控自控自控自控自控自控自控自控自控互调学习机制问题,并提议为HGNNMs(名为HeCo.)提供新型的共调学习机制,与传统的反向学习机制不同,后者仅侧重于对比正反抽样,HECO采用交叉视觉互动机制。具体地说,对HIN的两种观点(网络血型和元式观点)是建议学习节点嵌入,以便同时捕捉本地和高阶结构。然后,我们研究自控自控自控自控自控自控自控自控自控自控互调学习,并提议为HGNNMs(HCo)(HeCo)(HeCo)(He)(He-Co)(He-Co)(Ho)(Ho)(He-He)(He-de)(He-de)(He-de)(He-de)(Hender lavelopal lavelopmental lavelop) (He) (He) (He) (He-de) (He-de) (He) (Glovelop) (Hevelop) (G) (Hevelop) (Hevelop) (Hevelop))) (高压性能) (Hevelop) (Hevelopmental) (Hevelop) (Hevelopmental) (Hevelopmental) (Heldal) (的两种) (cess) (高端的两种观点最终延伸) (cess的两种方法,无法生成。使两种观点最终的两种方法,最后的两种。