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RAPTOR: Ridge-Adaptive Logistic Probes
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Proposes RAPTOR, a validation-tuned ridge logistic probe whose normalized weights serve as concept vectors for additive activation steering, evaluated against GCS and xRFM, with a CGMT-based high-dimensional analysis of ridge logistic regression.
Problem
Probe-then-steer pipelines need concept vectors that are accurate, directionally stable under data perturbations, and cheap to estimate, but existing estimators trade these off poorly in the high-dimensional few-shot regime of LLM probing.
Approach
Use a single-knob l2-regularized logistic probe with train-only standardization and validation-selected ridge strength lambda; fold the weights back to native space and normalize them as the steering direction. A CGMT analysis of a Gaussian teacher-student model explains how lambda controls signal alignment and orthogonal energy.
Key results
- Averaged over the 7x6 grid, RAPTOR reaches 0.874 best-layer accuracy vs 0.854 for GCS and 0.871 for xRFM.
- RAPTOR improves over GCS in all 42 settings for average accuracy and in 41/42 for best-layer accuracy.
- Adaptive steering achieves probe-target success of 1.000 across all eight dataset-direction settings, with intervention rates of roughly 0.54 to 0.83.
Surprising findings
- GCS remains the most stable method overall in directional robustness, slightly ahead of RAPTOR.
- Labeled hidden states are nearly linearly separable in most layers (152 of 168 layer-dataset pairs), motivating ridge regularization.
Limitations
- Directional stability is weaker than GCS in several settings.
- The Gaussian teacher-student theory is a stylized model and not an exact model of LLM representations.
- Robustness evaluation covers only six model-dataset settings due to resource constraints.
Experimental setup
Datasets: STSA Cities Common CounterFact HateXplain Sarcasm
Benchmarks: STSA Cities Common CounterFact HateXplain Sarcasm
Metrics: best-layer accuracy average-layer accuracy directional robustness (mean absolute pairwise cosine) wall-clock training time probe-target success rate intervention rate steering strength |alpha|
Baselines: GCS xRFM
Builds on: GCS xRFM GCAV TCAV CGMT
Closest papers by meaning
- ADAPT: Hybrid Prompt Optimization for LLM Feature Visualization (NeurIPS 2026 · similarity 0.84)
- Compress to Impress: Efficient LLM Adaptation Using a Single Gradient Step on 100 Samples (NeurIPS 2025 · similarity 0.84)
- Structured Model Probing: Empowering Efficient Transfer Learning by Structured Regularization (CVPR 2024 · similarity 0.83)
- Fantastic Features and Where to Find Them: A Probing Method to combine Features from Multiple Foundation Models (NeurIPS 2025 · similarity 0.83)
- Optimal Representation Size: High-Dimensional Analysis of Pretraining and Linear Probing (NeurIPS 2026 · similarity 0.83)
- When Is Rank-1 Steering Cheap? Geometry, Granularity, and Budgeted Search (NeurIPS 2026 · similarity 0.83)
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