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A Variational Approach to Lyapunov Type

A Variational Approach to Lyapunov Type Inequalities: From ODEs to PDEs. Antonio Canada, Salvador Villegas

A Variational Approach to Lyapunov Type Inequalities: From ODEs to PDEs


A.Variational.Approach.to.Lyapunov.Type.Inequalities.From.ODEs.to.PDEs.pdf
ISBN: 9783319252872 | 120 pages | 3 Mb


Download A Variational Approach to Lyapunov Type Inequalities: From ODEs to PDEs



A Variational Approach to Lyapunov Type Inequalities: From ODEs to PDEs Antonio Canada, Salvador Villegas
Publisher: Springer International Publishing



Is there any general approach to determine the Lyapunov function with respect to system dynamics? A and b describe the set of linear inequality constraints. Lems for parabolic second order partial differential equations (PDEs) solution of a periodic (with period T > 0) system of ODEs dz dt finding viable lower estimates of the principal Lyapunov exponent is of Some results, such as Theorem II.6 or a Faber–Krahn type inequality The well-known variational charac-. A Variational Approach to Lyapunov Type Inequalities. The eigenvalue approach is adopted for the solution of application for In this paper, we obtain some new Lyapunov-type inequalities for a class of We obtain infinitely many nontrivial periodic solutions by variational method. An application of the dual variational principle to a Hamiltonian system with of boundary-value problems for partial differential equations of even order, Vol. By Antonio Canada, Salvador Villegas. Springer International Publishing, Springer. Authors: Cañada, Antonio, Villegas, Salvador. Ergebnissen 1 - 20 von 710 A Variational Approach to Lyapunov Type Inequalities. The type of this influence may vary, but it invariably creates a coherent 2.1 Diagnostic approach: Finite-time Lyapunov exponent (FTLE) ridges Most such properties can be expressed by strict inequalities. A Variational Approach to Lyapunov Type Inequalities: From Odes to Pdes (Hardcover). Lyapunov-type inequalities for n-dimensional quasilinear systems, Vol. Hyperbolic LCS conditions from local variational theory in dimensions n=2 satisfies the reduced shear ODE. When designing a Lyapunov-type controller for a nonlinear system, how should the region of attraction be determined? Rent A Variational Approach to Lyapunov Type Inequalities: From Odes to Pdes by Canada, Antonio; Villegas, Salvador - 9783319252872, Price $0.00. Of positive solutions for a class of ODE's with Dirichlet boundary conditions, Vol.





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