Uniqueness of measure of maximal entropy for factors of (-β)-shift

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Date(s) - 22/01/2019
11 h 00 min - 12 h 00 min

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We proved that every factor of -β shifts is intrinsically ergodic, when β is more than the golden ratio and the minus beta expansion of -1 is not periodic with odd period. Moreover, the unique measure of maximal entropy satisfies a certain Gibbs property. This is an application of the technique established by Climenhaga and Thompson to prove intrinsic ergodicity beyond specification. We also prove that there exists a factor of minus beta shift which is not intrinsically ergodic in the cases other than the above.
This is a joint work with Kenichiro Yamamoto in Nagaoka University of Technology.

http://www.math.keio.ac.jp/en/

Olivier CHABROL
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