G-Drift MIA: Membership Inference via Gradient-Induced Feature Drift in LLMs

Ravi Ranjan, Utkarsh Grover, Xiaomin Lin, Agoritsa Polyzou
4/1/2026
cs.LGcs.AI

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Abstract

Large language models (LLMs) are trained on massive web-scale corpora, raising growing concerns about privacy and copyright. Membership inference attacks (MIAs) aim to determine whether a given example was used during training. Existing LLM MIAs largely rely on output probabilities or loss values and often perform only marginally better than random guessing when members and non-members are drawn from the same distribution. We introduce G-Drift MIA, a white-box membership inference method based on gradient-induced feature drift. Given a candidate (x,y), we apply a single targeted gradient-ascent step that increases its loss and measure the resulting changes in internal representations, including logits, hidden-layer activations, and projections onto fixed feature directions, before and after the update. These drift signals are used to train a lightweight logistic classifier that effectively separates members from non-members. Across multiple transformer-based LLMs and datasets derived from realistic MIA benchmarks, G-Drift substantially outperforms confidence-based, perplexity-based, and reference-based attacks. We further show that memorized training samples systematically exhibit smaller and more structured feature drift than non-members, providing a mechanistic link between gradient geometry, representation stability, and memorization. In general, our results demonstrate that small, controlled gradient interventions offer a practical tool for auditing the membership of training-data and assessing privacy risks in LLMs.

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Cite this paper

@article{ranjan2026gdrift,
  title  = {G-Drift MIA: Membership Inference via Gradient-Induced Feature Drift in LLMs},
  author = {Ravi Ranjan and Utkarsh Grover and Xiaomin Lin and Agoritsa Polyzou},
  year   = {2026},
  eprint = {2604.00419},
  archivePrefix = {arXiv},
  url    = {http://arxiv.org/abs/2604.00419v1}
}

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