Orbit equivalence rigidity of equicontinuous systems Article Swipe

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Odometer Conjugacy class Mathematics Pure mathematics Orbit (dynamics) Group (periodic table) Corollary Equivalence (formal languages) Group action Rigidity (electromagnetism) Computer science Physics Quantum mechanics Artificial intelligence Engineering Aerospace engineering

María Isabel Cortéz , Konstantin Medynets ·

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YOU? · · 2016 · Open Access · · DOI: https://doi.org/10.1112/jlms/jdw047 · OA: W3101579553

The paper is focused on the study of continuous orbit equivalence for minimal equicontinuous systems. We establish that every equicontinuous system is topologically conjugate to a profinite action, where the finite-index subgroups are not necessarily nor

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