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Weyl mean equicontinuity and Weyl mean sensitivity of a random dynamical system by Lian, Yuan is a scholarly article available to read on EtoBox.

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In this article, we introduce the concepts of Weyl mean equicontinuity and Weyl mean sensitivity of a random dynamical system associated to an infinite countable discrete amenable group action. We obtain the dichotomy result to Weyl mean equicontinuity and Weyl mean sensitivity of a random dynamical system when the corresponding skew product transformation is minimal and \Omega is finite.

Author

Lian, Yuan

Published

2024

Language

EN