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Compact Operators via the Berezin Transform Sheldon Axler Dechao Zheng
 

Summary: 



Compact Operators via the Berezin Transform



Sheldon Axler Dechao Zheng


25 July 1998



Abstract

In this paper we prove that if S equals a finite sum of finite products
of Toeplitz operators on the Bergman space of the unit disk, then
S is compact if and only if the Berezin transform of S equals 0 on

  

Source: Axler, Sheldon - Dean of the College of Science and Engineering, San Francisco State University

 

Collections: Mathematics