Hold Date

2013-01-22 16:30〜2013-01-22 17:30

Place

Seminar Room 6, Faculty of Mathematics building, Ito Campus

Object person

　

Speaker

Ali Baklouti (Sfax University)

summary:
We discuss in this talk some problems related to a monomial representations $\tau=\Ind_H^G\chi$, where $G$ denotes an exponential solvable Lie group, $H$ an analytic subgroup of $G$ and $\chi$ a unitary character of $H$.  We first record some results where $G$ is nilpotent.  Passing from nilpotent to exponential, many complications arise. The goal is to put the emphasis on a restrictive case where the multiplicities of $\tau$ are with discrete type.  This is a joint work in progress with H. Fujiwara and J. Ludwig.