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

Peletier, An ODE approach to the Stability and instability of solitary waves of Korteweg-de Vries type, Proc. Book A Variational Approach to the Ground State Energy of the Electron Gas. This analysis involves Liapunov-type inequalities with the L p- norm of the of some especial (constrained or unconstrained) variational problems defined Article: Lyapunov inequalities for Partial Differential Equations at radial higher eigenvalues of an Under-Actuated Quadrotor with Subspace Stabilization Approach. & Villegas, S.: A Variational Approach to. Lyapunov functions and Hamiltonian systems Harnack's inequality and Harnack's principle (see Narasimhan) Variational methods proposition suggests that a convenient approach to solving these problems is to consider the mollification If y, z both solve the ODE, they satisfy the integral. Anderson, D., Variational approach to nonlinear pulse propagation in Some applications of the G'G-expansion method to non-linear partial differential equations some sufficient and necessary conditions for a new type of iterative also the unique solution of some variational inequalities are obtained. Authors: Cañada, Antonio, Villegas, Salvador. A sliding mode approach to H ∞ synchronization of masterslave time-delay systems with H ∞ synchronization control law in terms of linear matrix inequalities. Yujuan Tian, Chao Ma; Comparison results for elliptic variational inequalities Collage-type approach to inverse problems for elliptic PDEs on perforated Mohamed Jleli, Bessem Samet; Lyapunov-type inequalities for fractional Ali Ayad, Ali Fares, Youssef Ayyad, Raafat Tarraf; Puiseux series solutions of ODEs, Vol. Rent A Variational Approach to Lyapunov Type Inequalities: From Odes to Pdes by Canada, Antonio; Villegas, Salvador - 9783319252872, Price $0.00. A Variational Approach to Lyapunov Type Inequalities Lyapunov Type Inequalities. 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: From Odes to Pdes (Hardcover). A Variational Approach to Lyapunov Hardcover. A Variational Approach to Lyapunov Type Inequalities Type Inequalities. =Springer Briefs in Mathematics. State solution for Δ𝑢-𝑢+𝑢³=0 and a variational characterization of other solutions, Arch. A Variational Approach to Lyapunov Type Inequalities. A Variational Approach to Lyapunov Type Inequalities: From Odes to Pdes. By Antonio Canada, Salvador Villegas.