Simple Network Graph Comparative Learning
Qiang Yu, Xinran Cheng, Shiqiang Xu, Chuanyi Liu

TL;DR
This paper introduces SNGCL, a contrastive learning method for node classification on graphs that uses Laplace smoothing and an improved loss function to enhance feature relevance and reduce reliance on negative samples.
Contribution
SNGCL is a novel contrastive learning approach that employs Laplace smoothing and a new loss function to improve node classification without extensive negative sampling.
Findings
SNGCL outperforms several state-of-the-art models in node classification tasks.
The method effectively enhances feature relevance through Laplace smoothing.
Experimental results demonstrate strong competitiveness of SNGCL.
Abstract
The effectiveness of contrastive learning methods has been widely recognized in the field of graph learning, especially in contexts where graph data often lack labels or are difficult to label. However, the application of these methods to node classification tasks still faces a number of challenges. First, existing data enhancement techniques may lead to significant differences from the original view when generating new views, which may weaken the relevance of the view and affect the efficiency of model training. Second, the vast majority of existing graph comparison learning algorithms rely on the use of a large number of negative samples. To address the above challenges, this study proposes a novel node classification contrast learning method called Simple Network Graph Comparative Learning (SNGCL). Specifically, SNGCL employs a superimposed multilayer Laplace smoothing filter as a…
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Taxonomy
TopicsAdvanced Graph Neural Networks · Graph Theory and Algorithms · Domain Adaptation and Few-Shot Learning
