activity
20062026
most citedFrames and operators in Schatten classes

11 citations · 61 across the 26 of their papers we have counts for

collaborators

26 papers

math.FA2026

Localization operators on Bergman and Fock spaces

Pan Ma, Fugang Yan, Dechao Zheng +1

We introduce localization operators on weighted Bergman and Fock spaces and show that, under a natural scaling of symbols and window functions, localization operators on the weight…

math.FA2026

Deep zero problems and the HRT conjecture

Yufei Li, Zeguang Liu, Kehe Zhu

We investigate a "deep zero problem" proposed by Hedenmalm. We show that there is a natural connection between Hedenmalm's problem and the classical HRT conjecture in time-frequenc…

math.FA2025

Canonical integral operators on the Fock space II

Xingtang Dong, Kehe Zhu

In \cite{DZ3} we introduced and studied a two-parameter family of integral operators on the Fock space of the complex plane. Under the inverse Bargmann transform,…

math.CV2023★ 2 cited

Sub-Bergman Hilbert spaces on the unit disk III

Shuaibing Luo, Kehe Zhu

For a bounded analytic function on the unit disk $\D$ with we consider the defect operators and of the Toeplitz operators and $T…

math.FA2022

Canonical integral operators on the Fock space

Xingtang Dong, Kehe Zhu

In this paper we introduce and study a two-parameter family of integral operators on the Fock space . We determine exactly when these operators are bounded and when they ar…

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…