Admissibility and Hyperbolicity

Applications of the theory to the robustness of an exponential dichotomy, the characterization of hyperbolic sets in terms of admissibility, the relation between shadowing and structural stability, and the characterization of hyperbolicity in terms of Lyapunov sequences are given in the final part.

Aplicatiile teoriei la robustetea unei dihotomii exponentiale, caracterizarea seturilor hiperbolice in ceea ce priveste admisibilitatea, relatia dintre umbrire si stabilitatea structurala si caracterizarea hiperbolicitatii in termeni de secvente Lyapunov sunt date in partea finala.