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math.DS2020★ 2 cited
Slow entropy of higher rank abelian unipotent actions
Adam Kanigowski, Philipp Kunde, Kurt Vinhage +1
We study slow entropy invariants for abelian unipotent actions on any finite volume homogeneous space . For every such action we show that the topological slow entropy can…
math.DS2020
Entropy rigidity for 3D conservative Anosov flows and dispersing billiards
Jacopo De Simoi, Martin Leguil, Kurt Vinhage +1
Given an integer , and a Anosov flow on some compact connected -manifold preserving a smooth volume, we show that the measure of maximal entropy (MME) is the…