Edge Classification on Graphs: New Directions in Topological Imbalance
Xueqi Cheng, Yu Wang, Yunchao Liu, Yuying Zhao, Charu C. Aggarwal,, Tyler Derr

TL;DR
This paper introduces a new approach to edge classification on graphs by identifying topological imbalance issues and proposing metrics and strategies to mitigate their effects, improving classification performance.
Contribution
It pioneers the concept of topological imbalance in edge classification and develops the Topological Entropy metric along with reweighting and mixup strategies to address it.
Findings
TE correlates with local class distribution variance
Prioritizing high TE edges improves classification accuracy
Proposed strategies establish new benchmarks for imbalanced edge classification
Abstract
Recent years have witnessed the remarkable success of applying Graph machine learning (GML) to node/graph classification and link prediction. However, edge classification task that enjoys numerous real-world applications such as social network analysis and cybersecurity, has not seen significant advancement. To address this gap, our study pioneers a comprehensive approach to edge classification. We identify a novel `Topological Imbalance Issue', which arises from the skewed distribution of edges across different classes, affecting the local subgraph of each edge and harming the performance of edge classifications. Inspired by the recent studies in node classification that the performance discrepancy exists with varying local structural patterns, we aim to investigate if the performance discrepancy in topological imbalanced edge classification can also be mitigated by characterizing the…
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Taxonomy
TopicsImage Retrieval and Classification Techniques · Remote-Sensing Image Classification · Topological and Geometric Data Analysis
MethodsFocus · Mixup
