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sequence entropy pairs

Ergodic Theory and Dynamical Systems (1)

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Measure-theoretic sequence entropy pairs and mean sensitivity
Part of
- Ergodic theory
- Topological dynamics
FELIPE GARCÍA-RAMOS, VÍCTOR MUÑOZ-LÓPEZ
Journal:

Ergodic Theory and Dynamical Systems / Volume 44 / Issue 6 / June 2024

Published online by Cambridge University Press:

19 September 2023, pp. 1531-1540

Print publication:

June 2024
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We characterize measure-theoretic sequence entropy pairs of continuous actions of abelian groups using mean sensitivity. This addresses an open question of Li and Yu [On mean sensitive tuples. J. Differential Equations 297 (2021), 175–200]. As a consequence of our results, we provide a simpler characterization of Kerr and Li’s independence sequence entropy pairs ($\mu $-IN-pairs) when the measure is ergodic and the group is abelian.