Compact Graph Structure Learning via Mutual Information Compression
Nian Liu, Xiao Wang, Lingfei Wu, Yu Chen, Xiaojie Guo, Chuan Shi

TL;DR
This paper introduces CoGSL, a graph structure learning method that uses mutual information compression to derive minimal sufficient graph structures, enhancing robustness and accuracy in GNNs.
Contribution
It provides a theoretical foundation for minimal sufficient graph structures via mutual information optimization and proposes a novel architecture, CoGSL, for effective graph structure learning.
Findings
CoGSL achieves superior robustness under attack conditions.
The method effectively compresses redundant information while maintaining performance.
Experimental results validate the theoretical claims and demonstrate improved accuracy.
Abstract
Graph Structure Learning (GSL) recently has attracted considerable attentions in its capacity of optimizing graph structure as well as learning suitable parameters of Graph Neural Networks (GNNs) simultaneously. Current GSL methods mainly learn an optimal graph structure (final view) from single or multiple information sources (basic views), however the theoretical guidance on what is the optimal graph structure is still unexplored. In essence, an optimal graph structure should only contain the information about tasks while compress redundant noise as much as possible, which is defined as "minimal sufficient structure", so as to maintain the accurancy and robustness. How to obtain such structure in a principled way? In this paper, we theoretically prove that if we optimize basic views and final view based on mutual information, and keep their performance on labels simultaneously, the…
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Taxonomy
TopicsAdvanced Graph Neural Networks · Graph Theory and Algorithms · Text and Document Classification Technologies
