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Stability from the Bifurcation Function
Boundary Value Problems for Lipschitz Equations
15 other sections not shown
1980 by Academic Academic Press application assume asymptotically stable attractor Baire Baire space Banach Banach space bifurcation boundary conditions boundary value problems bounded Cesari ClqM consider constant continuous function converges Corollary D(pn D(pQ defined denote distal dynamical system eigenvalues elliptic equa example existence fixed point flow follows form reserved func given Hence Hilbert space homeomorphism implies improper start point integer Kannan Lazer Lemma Liapunov function linear operator Lipschitz locally compact M-matrix manifold Math matrix method metric space minimal set neighborhood nonlinear nontrivial solution norm obtain optimal solution ordinary differential equations periodic solutions Poisson stable proof of Theorem properties proved rights of reproduction solu solution x(t stability subpopulation subset subspace sufficient condition T-periodic Taylor series theory tion topological uniform attraction uniformly asymptotically unique weakly zero