Graph Mixing Additive Networks

📅 2025-09-28
📈 Citations: 0
Influential: 0
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🤖 AI Summary
Addressing the challenge of jointly achieving flexibility, expressiveness, and interpretability in sparse time-series modeling, this paper proposes the Graph Neural Additive Model (GMAN) framework. GMAN extends additive modeling to graph-structured representations by explicitly encoding temporal trajectories via directed graphs and incorporating feature grouping and graph encoding priors to enable fine-grained interpretability at the feature, node, and graph levels—while supporting controllable trade-offs between expressiveness and interpretability. Technically, it integrates sparse time-series embedding, hierarchical feature grouping, and interpretability-aware regularization. Empirically, GMAN significantly outperforms strong non-interpretable baselines on real-world tasks—including mortality prediction from sparse blood test sequences and fake news detection—while generating high-quality, domain-aligned, and actionable explanations.

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📝 Abstract
We introduce GMAN, a flexible, interpretable, and expressive framework that extends Graph Neural Additive Networks (GNANs) to learn from sets of sparse time-series data. GMAN represents each time-dependent trajectory as a directed graph and applies an enriched, more expressive GNAN to each graph. It allows users to control the interpretability-expressivity trade-off by grouping features and graphs to encode priors, and it provides feature, node, and graph-level interpretability. On real-world datasets, including mortality prediction from blood tests and fake-news detection, GMAN outperforms strong non-interpretable black-box baselines while delivering actionable, domain-aligned explanations.
Problem

Research questions and friction points this paper is trying to address.

Extends graph neural networks to learn from sparse time-series data
Provides interpretability at feature, node, and graph levels simultaneously
Outperforms black-box models while delivering domain-aligned explanations
Innovation

Methods, ideas, or system contributions that make the work stand out.

Extends Graph Neural Additive Networks framework
Represents time-series as directed graph structures
Balances interpretability with feature grouping control
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