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Unconditional graph generation can now capture complex node heterogeneity and higher-order structures by jointly diffusing graph edges and latent node sociability, bypassing the Erd\H{o}s--R\'enyi graph limitation.
Discrete graph diffusion models, believed to generate novel graphs, are actually memorizing training data, with this bias appearing only when conditioned on corrupted training examples.
CoRe-GNN achieves competitive accuracy on long-range graph tasks while dramatically improving memory efficiency through a novel dual-message passing approach.
Identifying universal behaviors in autoencoders could enable the creation of efficient image compression models that rival their complex counterparts without sacrificing performance.