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Graph is a Natural Regularization: Revisiting Vector Quantization for Graph Representation Learning

Created by
  • Haebom

Author

Zian Zhai, Fan Li, Xingyu Tan, Xiaoyang Wang, Wenjie Zhang

Outline

To address the codebook collapse problem that arises when applying Vector Quantization (VQ) to learn discrete representations of graph-structured data, we propose the RGVQ framework, which integrates graph topology and feature similarity as explicit regularization signals. RGVQ enhances codebook utilization and token diversity through soft assignment via Gumbel-Softmax reparameterization and structure-aware contrastive normalization, thereby improving the performance of existing graph VQ-based models.

Takeaways, Limitations

Takeaways:
We empirically verify the severity of the Codebook Collapse problem occurring in Graph VQ and analyze its causes.
We propose an RGVQ framework specialized for graph data to solve the Codebook Collapse problem and improve the performance of existing VQ-based graph models.
Improved codebook utilization and token diversity through regularization techniques that leverage graph topology and feature similarity.
Limitations:
The paper may lack specific figures for the performance improvement of RGVQ and detailed information about the experimental environment.
The generalization performance of RGVQ and its applicability to other graph datasets need to be further verified.
There may be a lack of comparative analysis with other approaches to solving the Codebook Collapse problem.
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