Helene Bommier
University of Vienna, Austria
https://www.researchgate.net/profile/Helene-Bommier
Date(s) : 19/09/2016 iCal
10 h 00 min - 11 h 00 min
Small Hankel operators on vector-valued Fock spaces
For a separable Hilbert space 
, we consider the Fock space with vector values Fα2( ) of holomorphic functions f : ℂd → , which are square integrable with respect to the measure of weight e–α|z|2m , m ≥ 1. I will present some properties of the space Fα2( ), as well as the spectral properties of the small Hankel operators hb, of symbol b : ℂd →
( ) defined on Fα2( ).
, we consider the Fock space with vector values Fα2( ) of holomorphic functions f : ℂd → , which are square integrable with respect to the measure of weight e–α|z|2m , m ≥ 1. I will present some properties of the space Fα2( ), as well as the spectral properties of the small Hankel operators hb, of symbol b : ℂd → ( ) defined on Fα2( ). https://arxiv.org/abs/2004.03820
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