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학술저널

STABLY PERIODIC SHADOWING AND DOMINATED SPLITTING

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Let f be a di??eomorphism of a closed n-dimensional smooth manifold. In this paper, we introduce the notion of C1- stably periodic shadowing property for a closed f-invariant set, and prove that for a transitive set ¤, if f has the C1-stably periodic shadowing property on ¤, then ¤ admits a dominated splitting.

1. Introduction

2. Some known results

3. Proof of Theorem

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