Revisiting Graph based Collaborative Filtering: A Linear Residual Graph Convolutional Network Approach

By Lei Chen, Le Wu, Richang Hong, Kun Zhang, Meng Wang. AAAI Conference on Artificial Intelligence, 2020

654 citations recorded by the source corpus.

Graph Convolutional Networks~(GCNs) are state-of-the-art graph based representation learning models by iteratively stacking multiple layers of convolution aggregation operations and non-linear activation operations. Recently, in Collaborative Filtering~(CF) based Recommender Systems~(RS), by treating the user-item interaction behavior as a bipartite graph, some researchers model higher-layer collaborative signals with GCNs. These GCN based recommender models show superior performance compared to traditional works. However, these models suffer from training difficulty with non-linear activations for large user-item graphs. Besides, most GCN based models could not model deeper layers due to the over smoothing effect with the graph convolution operation. In this paper, we revisit GCN based CF models from two aspects. First, we empirically show that removing non-linearities would enhance recommendation performance, which is consistent with the theories in simple graph convolutional networks. Second, we propose a residual network structure that is specifically designed for CF with user-item interaction modeling, which alleviates the over smoothing problem in graph convolution aggregation operation with sparse user-item interaction data. The proposed model is a linear model and it is easy to train, scale to large datasets, and yield better efficiency and effectiveness on two real datasets. We publish the source code at https://github.com/newlei/LR-GCCF.

Subfields: Artificial Intelligence, Information Systems, Social Psychology

View Paper: https://www.semanticscholar.org/paper/c9e432023a240b22f385cf1cc76ab75fbe084ee7

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Artificial Intelligence

  1. Xiangnan He
  2. Xiang Wang
  3. Hongzhi Yin
  4. Liqiang Nie
  5. Chao Huang
  6. Lianghao Xia
  7. Junliang Yu
  8. Meng Wang

In Information Systems

  1. Xiangnan He
  2. Xiang Wang
  3. Hongzhi Yin
  4. Chao Huang
  5. Liqiang Nie
  6. Meng Wang
  7. Lianghao Xia
  8. Junliang Yu

In Social Psychology

  1. Hongzhi Yin

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