Mathematics – Optimization and Control
Scientist
Mathematics
Optimization and Control
Scientist
A Small-Gain Theorem for Monotone Systems with Multi-Valued Input-State Characteristics
Bounded-From-Below Solutions of the Hamilton-Jacobi Equation for Optimal Control Problems with Exit Times: Vanishing Lagrangians, Eikonal Equations, and Shape-From-Shading
Constructions of Strict Lyapunov Functions for Discrete Time and Hybrid Time-Varying Systems
Further Constructions of Control-Lyapunov Functions and Stabilizing Feedbacks for Systems Satisfying the Jurdjevic-Quinn Conditions
Further Remarks on Strict Input-to-State Stable Lyapunov Functions for Time-Varying Systems
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