Title : ( An extension of the Polya--Szego operator inequality )
Authors: D. Trung Hoa , Mohammad Sal Moslehian , C. Conde , P. Zhang ,
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Abstract
We extend an operator P\'{o}lya--Szeg\"{o} type inequality involving the operator geometric mean to any arbitrary operator mean under some mild conditions. Utilizing the Mond--Pe\v{c}ari\'c method, we present some other related operator inequalities as well.
Keywords
, Operator inequality; P\'{o}lya, , Szeg\"{o} inequality; positive linear map; operator mean
@article{paperid:1064486,
author = {D. Trung Hoa and Sal Moslehian, Mohammad and C. Conde and P. Zhang},
title = {An extension of the Polya--Szego operator inequality},
journal = {Expositiones Mathematicae},
year = {2017},
volume = {35},
number = {2},
month = {April},
issn = {0723-0869},
pages = {212--220},
numpages = {8},
keywords = {Operator inequality; P\'{o}lya--Szeg\"{o} inequality; positive linear map; operator mean},
}
%0 Journal Article
%T An extension of the Polya--Szego operator inequality
%A D. Trung Hoa
%A Sal Moslehian, Mohammad
%A C. Conde
%A P. Zhang
%J Expositiones Mathematicae
%@ 0723-0869
%D 2017
