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FIGNN: Feature-Specific Interpretability for Graph Neural Network Surrogate Models

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arxiv 2506.11398 v1 pith:4CZVSHLD submitted 2025-06-13 cs.LG physics.flu-dyn

FIGNN: Feature-Specific Interpretability for Graph Neural Network Surrogate Models

classification cs.LG physics.flu-dyn
keywords fignnspatialsurrogatefeature-specificgraphinterpretabilitynetworkneural
verification ladder T0 review T1 audit T2 compute T3 formal T4 reserved
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This work presents a novel graph neural network (GNN) architecture, the Feature-specific Interpretable Graph Neural Network (FIGNN), designed to enhance the interpretability of deep learning surrogate models defined on unstructured grids in scientific applications. Traditional GNNs often obscure the distinct spatial influences of different features in multivariate prediction tasks. FIGNN addresses this limitation by introducing a feature-specific pooling strategy, which enables independent attribution of spatial importance for each predicted variable. Additionally, a mask-based regularization term is incorporated into the training objective to explicitly encourage alignment between interpretability and predictive error, promoting localized attribution of model performance. The method is evaluated for surrogate modeling of two physically distinct systems: the SPEEDY atmospheric circulation model and the backward-facing step (BFS) fluid dynamics benchmark. Results demonstrate that FIGNN achieves competitive predictive performance while revealing physically meaningful spatial patterns unique to each feature. Analysis of rollout stability, feature-wise error budgets, and spatial mask overlays confirm the utility of FIGNN as a general-purpose framework for interpretable surrogate modeling in complex physical domains.

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  1. Courant: a State-Adaptive Perceiver-Based Neural Surrogate with Local Support and Interpretable Field Decomposition

    cs.LG 2026-05 unverdicted novelty 6.0

    Courant is a state-adaptive Perceiver encoder-processor-decoder surrogate trained with L2 loss that yields interpretable, multiscale, locally supported latent features acting as time-evolving spatial basis functions.