GAM-GCN: Decomposing Graph Convolutional Networks via Generalized Additive Models

The vast adoption of graph neural networks (GNNs) in broad applications calls for versatile interpretability tools so that a better understanding of the GNNs’ intrinsic structures can be gained. We propose an interpretable GNN framework to decompose the prediction into the additive combination of node features’ main effects and the contributions of edges. The key component of our framework is the generalized additive model with the graph convolutional network (GAM-GCN) that allows for global node feature interpretations. The inherent interpretability of GAM and the expressive power of GCN are preserved and naturally connected. Further, the effects of neighboring edges are measured by edge perturbation and surrogate linear modeling, and the most important subgraph can be selected. We evaluate the proposed approach using extensive experiments and show that it is a useful tool for interpreting GNNs in the attempt to unlock the black box.

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Publication Details

Published
2024-12-11
DOI
https://doi.org/10.1109/ickg63256.2024.00033
Primary Topic
Advanced Graph Neural Networks
Type
article
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article

GAM-GCN: Decomposing Graph Convolutional Networks via Generalized Additive Models

Lequan Yu, Kai Han, Guosheng Yin, Chen Liu
Advanced Graph Neural Networks
article

GAM-GCN: Decomposing Graph Convolutional Networks via Generalized Additive Models

Lequan Yu, Kai Han, Guosheng Yin, Chen Liu
article en

Abstract

The vast adoption of graph neural networks (GNNs) in broad applications calls for versatile interpretability tools so that a better understanding of the GNNs’ intrinsic structures can be gained. We propose an interpretable GNN framework to decompose the prediction into the additive combination of node features’ main effects and the contributions of edges. The key component of our framework is the generalized additive model with the graph convolutional network (GAM-GCN) that allows for global node feature interpretations. The inherent interpretability of GAM and the expressive power of GCN are preserved and naturally connected. Further, the effects of neighboring edges are measured by edge perturbation and surrogate linear modeling, and the most important subgraph can be selected. We evaluate the proposed approach using extensive experiments and show that it is a useful tool for interpreting GNNs in the attempt to unlock the black box.

Chinese University of Hong Kong (HK), University of Hong Kong (HK)
Openalex Percentile: Top 75%
Advanced Graph Neural Networks
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