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LaenNet: Learning robust GCNs by propagating labels.

Chunxu Zhang1, Ximing Li1, Hongbin Pei2

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Summary
This summary is machine-generated.

This study introduces LAbel-ENhanced Networks (LaenNet) to improve Graph Convolutional Networks (GCNs) on imperfect graph data. LaenNet enhances GCN robustness by propagating labels alongside features, outperforming existing models in noisy and sparse scenarios.

Keywords:
Graph Convolutional NetworksLabelRobustness

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Area of Science:

  • Graph representation learning
  • Machine learning
  • Artificial intelligence

Background:

  • Graph Convolutional Networks (GCNs) are powerful for graph representation learning but struggle with real-world noisy and sparse data.
  • Imperfect graph data, including noisy/sparse features or labels, challenges the robustness of existing GCN models.
  • There is a need for GCN architectures that can effectively handle data imperfections.

Purpose of the Study:

  • To propose a novel architecture, LAbel-ENhanced Networks (LaenNet), to enhance the robustness of GCNs.
  • To improve GCN performance on graph data with noisy or sparse features and labels.
  • To provide a generalizable module that can be integrated into various GCN variants.

Main Methods:

  • Introduced the LaenNet module, designed to propagate labels concurrently with features within GCNs.
  • Integrated the LaenNet module into a hidden layer of GCNs to combine propagated labels with hidden representations.
  • Evaluated LaenNet on semi-supervised node classification tasks using datasets with four types of data imperfections: noisy features, sparse features, noisy labels, and sparse labels.

Main Results:

  • LaenNet demonstrated superior performance and robustness compared to state-of-the-art baseline models across all tested noisy and sparse graph data scenarios.
  • The proposed method effectively handles various forms of data imperfections in graph representation learning.
  • Empirical results validate the effectiveness of integrating label propagation within the GCN architecture.

Conclusions:

  • LaenNet offers a simple yet effective solution for improving GCN robustness in the presence of noisy and sparse graph data.
  • The label propagation mechanism within LaenNet significantly enhances performance in challenging real-world graph scenarios.
  • The LaenNet architecture is generalizable and provides a valuable contribution to the field of graph representation learning.