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 dirichlet graph variational autoencoder



Dirichlet Graph Variational Autoencoder

Neural Information Processing Systems

Graph Neural Networks (GNN) and Variational Autoencoders (VAEs) have been widely used in modeling and generating graphs with latent factors. However there is no clear explanation of what these latent factors are and why they perform well.



Review for NeurIPS paper: Dirichlet Graph Variational Autoencoder

Neural Information Processing Systems

Although the validation section would benefit from a somewhat more extensive set of baselines, the paper presents a nice and apparently well-working extension to VAEs.

  dirichlet graph variational autoencoder, neurips paper

Dirichlet Graph Variational Autoencoder

Neural Information Processing Systems

Graph Neural Networks (GNN) and Variational Autoencoders (VAEs) have been widely used in modeling and generating graphs with latent factors. However there is no clear explanation of what these latent factors are and why they perform well. Our study connects VAEs based graph generation and balanced graph cut, and provides a new way to understand and improve the internal mechanism of VAEs based graph generation. Specifically, we first interpret the reconstruction term of DGVAE as balanced graph cut in a principled way. Furthermore, motivated by the low pass characteristics in balanced graph cut, we propose a new variant of GNN named Heatts to encode the input graph into cluster memberships.