Translation-invariant probability measures on entire functions
SPEAKER | Mikhail Sodin
DATE | May 9(Tue), 2017
TIME | 17:00
PLACE | 1503
ABSTRACT | I shall speak about a somewhat unexpected and wild object: the probability measures on the space of entire functions (of one complex variable) which are (a) invariant with respect to the action of the complex plane by translations, and (b) do not charge the constant functions. The existence (and even an abundance) of such measure was discovered by Benjy Weiss.
The talk will be based on the joint work with Lev Buhovsky, Adi Glucksam, Alexander Logunov, arXiv:1703.08101.