From Mice to Trains: Amortized Bayesian Inference on Graph Data
arXiv stat.ML / 5/5/2026
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Key Points
- The paper proposes adapting Amortized Bayesian Inference (ABI) to graph-structured data to enable fast, likelihood-free posterior inference across node-, edge-, and graph-level parameters.
- It addresses key graph inference challenges by using permutation-invariant graph encoders coupled with neural posterior estimators that can scale across different graph sizes and sparsity levels.
- The proposed two-module pipeline uses a summary network to convert attributed graphs into fixed-length representations, followed by an inference network that approximates the posterior over parameters.
- The authors evaluate multiple candidate summary-network architectures on controlled synthetic data and two real-world domains—biology and logistics—focusing on recovery quality and calibration.
- The work positions generative neural networks within a Bayesian simulation-based framework to capture complex long-range dependencies typical of graph data.
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