Distribution Shift Robustness
Overview
The field asks how models can remain accurate, calibrated, and fair when data change across time, locations, populations, or conditions, including shifts in inputs, labels, and their relationships. Approaches include distributionally robust optimization, invariant and causal representations, targeted data augmentation, test-time adaptation, and conformal methods that adjust predictions or quantify uncertainty. Evaluation increasingly uses temporal and cross-domain tests, realistic corruption benchmarks, and worst-group measures rather than relying only on random train-test splits. A central tension is that adapting to a new domain can improve its performance but also cause instability or forget earlier capabilities, while guarantees that cover broad shifts may produce overly conservative predictions.
Latest papers
285 papers34 papers in the last four weeks, up 31% on the four weeks before. 0.2% of all new papers.
Perturb and Correct: Post-Hoc Ensembles using Affine Redundancy
Sampler-Robust Optimization under Generative Models
Detecting is Easy, Adapting is Hard: Local Expert Growth for Visual Model-Based Reinforcement Learning under Distribution Shift
Robustness of Transformer-Based Fluence Map Prediction Under Clinically Realistic Perturbations
Robustness Evaluation of a Foundation Segmentation Model Under Simulated Domain Shifts in Abdominal CT: Implications for Health Digital Twin Deployment
Robust and Clinically Reliable EEG Biomarkers: A Cross Population Framework for Generalizable Parkinson's Disease Detection
Local Neighborhood Instability in Parametric Projections: Quantitative and Visual Analysis
Supervised Learning Has a Necessary Geometric Blind Spot: Theory, Consequences, and Minimal Repair
Evaluating Histogram Matching for Robust Deep learning-Based Grapevine Disease Detection
LLM-AUG: Robust Wireless Data Augmentation with In-Context Learning in Large Language Models
Dual Strategies for Test-Time Adaptation
Test-Time Adaptation for EEG Foundation Models: A Systematic Study under Real-World Distribution Shifts
Reversible Residual Normalization Alleviates Spatio-Temporal Distribution Shift
Robustifying and Selecting Cohort-Appropriate Prognostic Models under Distributional Shifts
FAIR Universe Weak Lensing ML Uncertainty Challenge: Handling Uncertainties and Distribution Shifts for Precision Cosmology
Right Regions, Wrong Labels: Semantic Label Flips in Segmentation under Correlation Shift
Towards Successful Implementation of Automated Raveling Detection: Effects of Training Data Size, Illumination Difference, and Spatial Shift
Bias-Corrected Adaptive Conformal Inference for Multi-Horizon Time Series Forecasting
Data-driven Reachable Set Estimation with Tunable Adversarial and Wasserstein Distributional Guarantees
Distributionally Robust K-Means Clustering
WBCBench 2026: A Challenge for Robust White Blood Cell Classification Under Class Imbalance
Distributionally Robust PAC-Bayesian Control
IKKA: Inversion Classification via Critical Anomalies for Robust Visual Servoing
Tracking Adaptation Time: Metrics for Temporal Distribution Shift
Weighted Bayesian Conformal Prediction
CRISP: Rank-Guided Iterative Squeezing for Robust Medical Image Segmentation under Domain Shift
Rank Stability of Positive Regions'', which states that the relative rank of predicted probabilities for positive voxels remains stable under distribution shift. Guided by this principle, we propose CRISP, a parameter-free and model-agnostic framework requiring no target-domain information. CRISP is the first framework to make segmentation based on rank rather than probabilities. CRISP simulates model behavior under distribution shift via latent feature perturbation, where voxel probability rankings exhibit two stable patterns: regions that consistently retain high probabilities (destined positives according to the principle) and those that remain low-probability (can be safely classified as negatives). Based on these patterns, we construct high-precision (HP) and high-recall (HR) priors and recursively refine them under perturbation. We then design an iterative training framework, making HP and HR progressively squeeze'' to the final segmentation. Extensive evaluations on multi-center cardiac MRI and CT-based lung vessel segmentation demonstrate CRISP's superior robustness, significantly outperforming state-of-the-art methods with striking HD95 reductions of up to 0.14 (7.0% improvement), 1.90 (13.1% improvement), and 8.39 (38.9% improvement) pixels across multi-center, demographic, and modality shifts, respectively.