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Efficient Memory Crystallization for Graph Learning under Non-Stationary Distribution Shifts

NeurIPS 2026 · Label-efficient and robust learning › Test-time adaptation · approach: Extrapolation and single-sample adaptation · 0 citations (OpenAlex)

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Proposes EMC, a training-free test-time framework that crystallizes each incoming graph domain into a compact memory via a closed-form solution and models inter-domain dependencies with state-evolving memories, reducing runtime and GPU memory versus GCAL on continual graph shifts.

Problem

Graph learning under non-stationary (continually drifting) covariate shifts at test time, where source data and labels are unavailable, and prior replay/generative memory methods (e.g., GCAL) are computationally expensive and scale poorly.

Approach

Instead of training an auxiliary VGAE to generate memory graphs, crystallize each domain into a low-rank surrogate graph (~1% of nodes) in closed form by matching propagated features, and mix memories across consecutive domains via a convex state-evolving field, with a KL anti-forgetting term on stored memories.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: Facebook-100 Twitch-Explicit OGB-Arxiv Elliptic

Benchmarks: Twitch-Explicit Facebook-100 Elliptic OGB-Arxiv

Metrics: AP AF TDG TDA runtime (s) GPU memory (MiB)

Baselines: DANN Norm TENT EERM GTrans LEBED CoTTA EATA GCAL STEM

Builds on: GCAL LEBED SGC Dirichlet energy regularization CoTTA

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