🤖 AI Summary
This work addresses the poor performance of generic graph self-supervised learning (SSL) methods on data exhibiting brain connectome-like topological properties, which stems from a fundamental mismatch between their objective functions and key neuroanatomical characteristics such as modularity. To bridge this gap, we propose a hierarchical self-supervised framework inspired by multimodal neuroimaging, which explicitly preserves topological structure through joint node-, edge-, and graph-level embeddings. We introduce the first controllable synthetic connectome-like graph benchmark and design a four-stage evaluation protocol. Experimental results demonstrate that existing invariance-based SSL approaches significantly underperform traditional topology-aware heuristics due to their neglect of community structure, thereby underscoring the necessity of structure-aware SSL objectives for neurotopologically informed representation learning.
📝 Abstract
Understanding how local interactions give rise to global brain organization requires models that can represent information across multiple scales. We introduce a hierarchical self-supervised learning (SSL) framework that jointly learns node-, edge-, and graph-level embeddings, inspired by multimodal neuroimaging. We construct a controllable synthetic benchmark mimicking the topological properties of connectomes. Our four-stage evaluation protocol reveals a critical failure: the invariance-based SSL model is fundamentally misaligned with the benchmark's topological properties and is catastrophically outperformed by classical, topology-aware heuristics. Ablations confirm an objective mismatch: SSL objectives designed to be invariant to topological perturbations learn to ignore the very community structure that classical methods exploit. Our results expose a fundamental pitfall in applying generic graph SSL to connectome-like data. We present this framework as a cautionary case study, highlighting the need for new, topology-aware SSL objectives for neuro-AI research that explicitly reward the preservation of structure (e.g., modularity or motifs).