May 24, 2019 · Abstract: Exponential stability of the origin of linear complementarity systems (LCS) is analyzed by applying Lyapunov theory.
Abstract—Exponential stability of the origin of linear com- plementarity systems (LCS) is analyzed by applying Lyapunov theory.
Feb 19, 2021 · Abstract. This article establishes the existence of Lyapunov functions for analyzing the stability of a class of state- constrained systems ...
Exponential stability of the origin of linear complementarity systems (LCS) is analyzed by applying Lyapunov theory. By representing the feasibility and the ...
Apr 13, 2021 · Abstract. This article establishes the existence of Lyapunov functions for analyzing the stability of a class of state- constrained systems ...
This article establishes the existence of a class of Lyapunov functions for analyzing the stability of a class of state-constrained systems, ...
A linear complementarity system (LCS) is a piecewise linear dynamical system consisting of a linear time-invariant ordinary differential equation (ODE) ...
First, we introduce a method to represent neural networks with rectified linear unit (ReLU) activations as the solution to a linear comple- mentarity problem.
This article establishes the existence of a class of Lyapunov functions for analyzing the stability of a class of state-constrained systems, ...
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Dec 24, 2020 · We proposed a cutting plane algorithm to find a Lyapunov function verifying exponential stability by separating points from nonconvex copositive ...