21 citations · 130 across the 23 of their papers we have counts for
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math.AP2020★ 7 cited
The Dirichlet isospectral problem for trapezoids
Hamid Hezari, Zhiqin Lu, Julie Rowlett
We show that non-obtuse trapezoids are uniquely determined by their Dirichlet Laplace spectrum. This extends our previous result, which was only concerned with the Neumann Laplace…
math.SP2020
Eigenfunction asymptotics and spectral Rigidity of the ellipse
Hamid Hezari, Steve Zelditch
This paper is part of a series concerning the isospectral problem for an ellipse. In this paper, we study Cauchy data of eigenfunctions of the ellipse with Dirichlet or Neumann bou…
math.DG2020★ 6 cited
On a property of Bergman kernels when the Kähler potential is analytic
Hamid Hezari, Hang Xu
We provide a simple proof of a result of Rouby-Sjöstrand-Ngoc \cite{RSN} and Deleporte \cite{Deleporte}, which asserts that if the Kähler potential is real analytic then the Bergma…