arXiv:2001.09448 Abstract | arXiv Analytics

arXiv:2001.09448 [math.CV]Abstract References Reviews Resources

On convergence of the Berezin transforms

Published 2020-01-26Version 1

We prove approximation results about sequences of Berezin transforms of finite sums of finite product of Toeplitz operators (and bounded linear maps, in general) in the spirit of Ramadanov and Skwarczynski theorems that are about convergence of Bergman kernels.

Categories: math.CV, math.FA

Keywords: berezin transforms, convergence, finite sums, bergman kernels, toeplitz operators

Related articles: Most relevant | Search more

arXiv:1506.00163 [math.CV] (Published 2015-05-30)

On Toeplitz operators between Fock spaces

Tesfa Mengestie

arXiv:2009.04307 [math.CV] (Published 2020-09-09)

Zeros of new Bergman kernels

Noureddine Ghiloufi, Safa Snoun

arXiv:1308.0062 [math.CV] (Published 2013-07-31)

Upper bounds for Bergman kernels associated to positive line bundles with smooth Hermitian metrics

Michael Christ