Titlebook: Ergodic Theory and Dynamical Systems; Yves Coudène Textbook 2016 Springer-Verlag London 2016 Ergodic theory.Dynamical systems.Hyperbolic d

殺蟲劑

Aufarbeitungstechnik, eine übersichtUsing the Hartman–Grobman theorem, we can show that a small perturbation?. of a hyperbolic toral automorphism is conjugate to this automorphism. For such a transformation, all points are therefore nonwandering, and there exists a dense set of recurrent points.

Conscientious

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obtuse

極力證明

Gum-Disease

ECG769

用手捏

NonwanderingConsider a dynamical system given by a locally compact metric space . and a continuous map .:?.?→?.. A point in . is wandering if it admits a neighborhood that is disjoint from all of its iterates.

稀釋前

ConjugationLet . be a metric space, and let .:?.?→?. be a continuous map. It is not in general possible to explicitly compute the iterates ..(.) in order to decide whether the individual orbits converge or diverge.

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