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20242026
most citedAdaptive Koopman Embedding for Robust Control of Complex Nonlinear Dynamical Systems

10 citations · 14 across the 9 of their papers we have counts for

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Showing 2026 · cs.ROShow all

6 papers · 2 filters

cs.RO2026

From Optical Flow to Safety: Visual Safety Certification via Scale-Free Relative Motion

Bazeela Banday, Jishnu Keshavan

Safe autonomous navigation using monocular vision remains challenging because explicit obstacle states are not directly observable. This letter introduces a visual safety-certifica…

cs.RO2026

Adversarially Robust Geometric Safety Certificates for Nonholonomic Robots Against Maneuvering Obstacles

Chandan Kumar Sah, Bazeela Banday, Jishnu Keshavan

Safe navigation against obstacles that can actively maneuver within bounded capabilities remains challenging: robust control barrier function methods typically treat obstacle actio…

cs.RO2026

Port-Hamiltonian Koopman Operator Synthesis for Mechanical Systems

Rajpal Singh, Aditya Singh, Jishnu Keshavan

Finite-dimensional Koopman models enable efficient linear prediction and control of nonlinear robotic systems. However, models learned purely from trajectory data may violate the e…

cs.RO2026

Exact Feasibility Certification and Optimal Responsibility Allocation for Multi-Robot CBF Safety Filters

Chandan Kumar Sah, Jishnu Keshavan

Multi-robot Control Barrier Function (CBF) safety filters can become infeasible, but a failed quadratic program (QP) does not indicate why the conflict occurred or how to resolve i…

cs.RO2026

SACK : Safe Active Continual Koopman Learning for Uncertain Systems with Contractive Guarantees

Chandan Kumar Sah, Rajpal Singh, Jishnu Keshavan

Koopman operator theory provides a powerful framework for representing nonlinear dynamics through a linear operator acting on lifted observables, enabling the use of linear control…

cs.RO2026

Deep Robust Koopman Learning from Noisy Data

Aditya Singh, Rajpal Singh, Jishnu Keshavan

Koopman operator theory has emerged as a leading data-driven approach that relies on a judicious choice of observable functions to realize global linear representations of nonlinea…