Stability analysis of nonlinear systems on the basis of the matrix Lyapunov function (survey)
Copyright policy )Stability analysis of nonlinear systems on the basis of the matrix Lyapunov function (survey)
Summary: This paper contains a generalized report of the results from development of the Lyapunov direct method on the basis of matrix-functions. Conditions for stability of systems of nonlinear differential equations, singular-disturbed systems, and hybride systems are obtained. A two- component system with weakly interacting subsystems is considered as an example.
singular-disturbed systems, Stability for nonlinear problems in mechanics, hybride systems, two-component system, Research exposition (monographs, survey articles) pertaining to mechanics of particles and systems, Lyapunov direct method, matrix-functions
singular-disturbed systems, Stability for nonlinear problems in mechanics, hybride systems, two-component system, Research exposition (monographs, survey articles) pertaining to mechanics of particles and systems, Lyapunov direct method, matrix-functions
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