 

A. Brudnyi and D. Kinzebulatov
Holomorphic almost periodic functions on coverings of complex manifolds view print


Published: 
January 30, 2011 
Keywords: 
Holomorphic almost periodic function, regular covering, Cartan Theorem B 
Subject: 
Primary 32A38, Secondary 42A75 


Abstract
In this paper we discuss some results of the theory of holomorphic almost periodic functions on coverings of complex manifolds, recently developed by the authors.
The methods of the proofs are mostly sheaftheoretic which allows us to obtain new results even in the classical setting of H. Bohr's holomorphic almost periodic functions on tube domains.


Acknowledgements
Research of the first author is supported in part by NSERC. This is an extended version of authors' talk at the conference "Recent Advances in Functionrelated Operator Theory'', Puerto Rico, 2010


Author information
A. Brudnyi:
Department of Mathematics and Statistics, University of Calgary, Calgary, Canada
albru@math.ucalgary.ca
D. Kinzebulatov:
Department of Mathematics, University of Toronto, Toronto, Canada
dkinz@math.toronto.edu

