Title of article
SOME NEW ESTIMATES FOR DISTANCES IN ANALYTIC FUNCTION SPACES OF SEVERAL COMPLEX VARIABLES AND DOUBLE BERGMAN REPRESENTATION FORMULA
Author/Authors
SHAMOYAN ، ROMI - Bryansk State University , RADNIA ، MEHDI - Tabriz University
Pages
7
From page
48
To page
54
Abstract
Using double Bergman representation formula we provide new sharp estimates for distances from fixed analytic functions to some subspaces of holomorphic functions in unit polydisk and unit ball. We will enlarge the list of previously known assertions of this type obtained recently by R. Zhao and W. Xu.
Keywords
holomorphic function , distance function , Bloch , type space , Bergman , type classes , unit ball , unit polydisk.
Journal title
Journal of Nonlinear Science and Applications
Serial Year
2010
Journal title
Journal of Nonlinear Science and Applications
Record number
2474676
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