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Keplerin shear with Rajchman property by Saussol, Benoit; Boos, Arthur is a scholarly article available to read on EtoBox.

What is Keplerin shear with Rajchman property about?

The Keplerian shear was introduced within the context of measure preserving dynamical systemsby Damien Thomine, as a version of mixing for non ergodic systems. In this study we providea characterization of the Keplerian shear using Rajchman measure, for some flows on tori bundles.Our work applies to dynamical systems with singularities or with non-absolutely continuousmeasures. We relate the speed of decay of conditional correlations with the Rajchman order ofthe measures. Some of these results are extended to the case of compact Lie group bundles.

Author

Saussol, Benoit; Boos, Arthur

Published

2023

Language

EN