arXiv:math/0503191 Abstract

arXiv:math/0503191 [math.DS]Abstract References Reviews Resources

Pressure rigidity of three dimensional contact Anosov flows

Published 2005-03-10Version 1

We study the cohomological pressure introduced by R.Sharp (defined by using topological pressures of certain potentials of Anosov flows). In particular, we get the rigidity in the case that this pressure coincides with the metrical entropy, generalising related rigidity results of A.Katok and P. Foulon.

Comments: This article is sumitted to Mathematische Annalen

Categories: math.DS

Subjects: 37D20, 37D35, 37D40

Keywords: dimensional contact anosov flows, pressure rigidity, pressure coincides, generalising related rigidity results, potentials

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