Title : ( OPERATOR GENERALIZATIONS OF BOHR’S INEQUALITY )
Authors: farzad dadipour , Mohammad Sal Moslehian , J. E. Pecaric , I Peric , R. Rajic ,
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Abstract
The classical Bohr’s inequality states that for any z,w 2 C and any positive real numbers r, s with 1 r + 1 s = 1, |z + w|2 r|z|2 + s|w|2. There have been obtained interesting generalizations of this inequality in various settings. We present several extensions of this inequality in the frameworks of Hilbert C-modules and operators on Hilbert spacess.
Keywords
, Bohr’s inequality, operator inequality, positive operator, Hilbert C-module, C-algebra, Hilbert bundle.
@inproceedings{paperid:1007596,
author = {Dadipour, Farzad and Sal Moslehian, Mohammad and J. E. Pecaric and I Peric and R. Rajic},
title = {OPERATOR GENERALIZATIONS OF BOHR’S INEQUALITY},
booktitle = {Operator Theory and Operator algebras},
year = {2008},
location = {ازاکا},
keywords = {Bohr’s inequality; operator inequality; positive operator; Hilbert C-module;
C-algebra; Hilbert bundle.},
}
%0 Conference Proceedings
%T OPERATOR GENERALIZATIONS OF BOHR’S INEQUALITY
%A Dadipour, Farzad
%A Sal Moslehian, Mohammad
%A J. E. Pecaric
%A I Peric
%A R. Rajic
%J Operator Theory and Operator algebras
%D 2008
