Can Graph Foundation Models Generalize Over Architecture?
Benjamin Gutteridge, Michael Bronstein, Xiaowen Dong

TL;DR
This paper argues that graph foundation models need to adapt their architecture at inference time to truly generalize across diverse graph tasks, and introduces a framework for such adaptive architecture discovery.
Contribution
The paper proposes a novel framework for adaptive GNN architecture at inference time, enabling zero-shot generalization across heterogeneous graph tasks without retraining.
Findings
Adaptive architecture improves zero-shot generalization.
Fixed-backbone GFMs underperform on tasks with different architectural needs.
The approach enhances robustness on synthetic and real-world benchmarks.
Abstract
Graph foundation models (GFMs) have recently attracted interest due to the promise of graph neural network (GNN) architectures that generalize zero-shot across graphs of arbitrary scales, feature dimensions, and domains. While existing work has demonstrated this ability empirically across diverse real-world benchmarks, these tasks share a crucial hidden limitation: they admit a narrow set of effective GNN architectures. In particular, current domain-agnostic GFMs rely on fixed architectural backbones, implicitly assuming that a single message-passing regime suffices across tasks. In this paper, we argue that architecture adaptivity is a necessary requirement for true GFMs. We show that existing approaches are non-robust to task-dependent architectural attributes and, as a case study, use range as a minimal and measurable axis along which this limitation becomes explicit. With…
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Taxonomy
TopicsAdvanced Graph Neural Networks · Graph Theory and Algorithms · Topic Modeling
