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From the 1 of 36 linked papers with an AI index.

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20242026
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eess.SY2026

Reachability Analysis With Probabilistic Zonotopes: Learning Realized Disturbances and Refining Aleatory Uncertainty

Amir Modares, Zhen Zhang, Themistoklis Charalambous +2

This paper develops a data-driven reachability framework for linear systems whose disturbances are modeled by probabilistic zonotopes (PZs), combining bounded deterministic and Gau…

eess.SY2026

Data-Driven Reachability Analysis Using Matrix Perturbation Theory

Peng Xie, Abdulla Fawzy, Zhen Zhang +1

We propose a matrix zonotope perturbation framework that leverages matrix perturbation theory to characterize how noise-induced distortions alter the dynamics within sets of models…

eess.SY2026

Orthogonal Transformations for Efficient Data-Driven Reachability Analysis

Peng Xie, Amr Alanwar

Data-driven reachability analysis using matrix zonotopes faces a fundamental challenge: the number of generators in the reachable set grows exponentially during propagation, while…

eess.SY2026

From Points to Sets: Set-Based Safety Verification in the Latent Space

Wenyuan Wu, Peng Xie, Zhen Zhang +3

We extend latent representation methods for safety control design to set-valued states. Recent work has shown that barrier functions designed in a learned latent space can transfer…

eess.SY2026

Bridging Data-Driven Reachability Analysis and Statistical Estimation via Constrained Matrix Convex Generators

Peng Xie, Zhen Zhang, Rolf Findeisen +1

Data-driven reachability analysis enables safety verification when first-principles models are unavailable. This requires constructing sets of system models consistent with measure…

eess.SY2026

Data-Driven Reachability Analysis with Optimal Input Design

Peng Xie, Davide M. Raimondo, Rolf Findeisen +1

This paper addresses the conservatism in data-driven reachability analysis for discrete-time linear systems subject to bounded process noise, where the system matrices are unknown…