Abstract:

Gorin introduced the so-called q-central probability measures in the context of asymptotic representation theory and its quantization theory. In this talk, we review a representation-theoretic interpretation of q-central probability measures and determine an invariant in ergodic theory, called ratio sets, for ergodic q-central probability measures. Using those ratio sets, we investigate q-central probability measures from the viewpoint of representation theory and ergodic theory.

744 Motooka, Nishi-ku

Fukuoka 819-0395, Japan

TEL (Office): +81-92-802-4402

FAX (Office): +81-92-802-4405

##### IMI(Institute of Mathematics for Industry)

# Seminar

List | All(1084) | Today and tomorrow's seminars(0) |

## Ergodic theoretic classification of q-central probability measures

Hold Date | 2019-11-15 16:30～2019-11-15 18:00 | |

Place | Seminar Room W1-D-725, West Zone 1, Ito campus, Kyushu University | |

Object person | ||

Speaker | Ryosuke SATO (Nagoya University) | |