H. Bommier-Hato

activity

20112020

most citedBig Hankel operators on vector-valued Fock spaces in $\C^d$

1 citations · 1 across the 7 of their papers we have counts for

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Showing 2020Show all

4 papers · 1 filter

math.FA2020

Sarason Toeplitz product problem for a class of Fock spaces

Helene Bommier-Hato, El Hassan Youssfi, Kehe Zhu

Sarason Toeplitz product problem asks when the operator TuTv is bounded on various Hilbert spaces of analytic functions, where u and v are analytic. The problem is highly nontrivia…

math.FA2020

Volterra operators and Hankel forms on Bergman spaces of Dirichlet series

H. Bommier-Hato

For a Dirichlet series g, we study the Volterra operator Tg of symbol g, acting on a class of weighted Hilbert spaces of Dirichlet series. We obtain sufficient / necessary conditio…

math.FA2020

Small Hankel operators on vector valued generalzed Fock spaces

H. Bommier-Hato

We study small Hankel operators $h_{b}$ with operator-valued holomorphic symbol $b$ on a class of vector-valued Fock type spaces. We show that the boundedness / compactness of $h_{b}$ …

math.CV2020

Radial balanced metrics on the unit ball of the Kepler manifold

Helene Bommier-Hato, Miroslav Englis, El-Hassan Youssfi

We show that there is no radial balanced metric on the unit ball of the Kepler manifold with not too wild boundary behavior. Additionally, we identify explicitly the weights corres…