AI & ML
Dynamic Watermarking and Action-Conditioned Latent Dynamics for Secure Vision-Based Controllers
arXiv eess.SY0 views
arXiv:2611.07403v1 Announce Type: cross Abstract: Replay attacks are difficult to detect in vision-based control systems because previously recorded observations can remain plausible while the physical system follows a different trajectory. This paper develops an adaptive dynamic-watermarking framework for detecting replay attacks against vision-based controllers. A private Gaussian watermark is added to the nominal control input, and a control input-conditioned latent dynamics network (LDN) predicts the corresponding evolution in a compact latent space learned from image observations. Attack evidence is obtained from the discrepancy between the predicted latent response and the latent representation of the received image observation. A reinforcement learning policy adjusts the watermark covariance using the latent state and detector confidence, thereby balancing attack detectability, watermark energy, and control distortion. A Lagrangian penalty on task-specific safety costs is included during training to limit the adverse effect of the excitation. The framework is evaluated on a vision-guided UR5 manipulation task in which the robot reaches a target while avoiding a moving human arm under nominal and replay-attacked observations.
Source:https://arxiv.org/abs/2611.07403PreviousA Synchronized Tri-Modality Wireless System for Multi-Point Non-Contact Cardiac MonitoringNextTwo-stage residual learning for calibrated uncertainty in solar irradiance forecasts
Related posts
Speed limits for information acquisition in stochastic learning dynamics
0arXiv stat.ML
Deep Barycentric Regression for Optimal Transport Map Estimation and Its Statistical Optimality
0arXiv stat.ML
Geometry-Constrained Kolmogorov-Arnold Networks: Learning Edge Geometry via Banach Duality
0arXiv stat.ML
Designing Reinforcement Learning for Diffusion Models: A Unified Path-Space View
0arXiv stat.ML
Empirical Bayes Rebiasing
0arXiv stat.ML
Almost Sure Convergence Rates of Stochastic Approximation and Reinforcement Learning via a Poisson-Moreau Drift
0arXiv stat.ML