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- W2922846852 abstract "We show generic $C^infty$ hyperbolic flows (Axiom A and no cycles, but not transitive Anosov) commute with no $C^infty$-diffeomorphism other than a time-t map of the flow itself. Kinematic expansivity, a substantial weakening of expansivity, implies that $C^0$ flows have quasi-discrete $C^0$-centralizer, and additional conditions broader than transitivity then give discrete $C^0$-centralizer. We also prove centralizer-rigidity: a diffeomorphism commuting with a generic hyperbolic flow is determined by its values on any open set." @default.
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- W2922846852 date "2019-03-26" @default.
- W2922846852 modified "2023-09-27" @default.
- W2922846852 title "Centralizers of hyperbolic and kinematic-expansive flows" @default.
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