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Information Loss and Disparate Effects in Network Embeddings

NeurIPS 2026 · Graph learning › Graph self-supervised learning · approach: Heterophily and imbalance on graphs · 0 citations (OpenAlex)

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Analyzes the asymptotic kernel of dot-product network embeddings trained with uniform vertex subsampling and cross-entropy on 2- and k-block SBMs, showing information loss depends on density and assortativity, creating equivalence classes that overpredict edges for small/sparse communities.

Problem

Baseline (non-fair) network embeddings can produce disparate error across communities, but it is unclear how the embedding process itself, via information loss, causes these representation-level disparities.

Approach

Characterizes exactly, for 2-block SBMs, when inner-product embeddings preserve full, partial, or no information, shows that graphs with very different densities share identical limiting kernels along lines in parameter space, and derives that these embeddings densify smaller and sparser communities, causing link-prediction overprediction.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: Facebook100 synthetic 2-block and 3-block SBMs

Benchmarks: Facebook100

Metrics: densification ratio link prediction overprediction rate

Baselines: FairWalk

Builds on: Davison & Austern asymptotics of network embeddings node2vec DeepWalk variational graph auto-encoders

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