Some inequalities for operator (p, h)-convex functions

Let p be a positive number and h a function on satisfying for any . A non-negative continuous function f on is said to be operator (p, h)-convex if holds for all positive semidefinite matrices A, B of order n with spectra in K, and for any . In this paper, we study properties of operator (p, h)-conv...

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Bibliographic Details

Published in:	Linear & multilinear algebra Vol. 66; no. 3; pp. 580 - 592
Main Authors:	Dinh, Trung Hoa, Vo, Khue Thi Bich
Format:	Journal Article
Language:	English
Published:	Abingdon Taylor & Francis 04.03.2018 Taylor & Francis Ltd
Subjects:	Continuity (mathematics) Convex analysis h)-convex functions Inequalities Mathematical analysis Matrix methods Monotone functions Operator (p operator Hansen-Pedersen type inequality operator Jensen type inequality Operators (mathematics)
ISSN:	0308-1087, 1563-5139
Online Access:	Get full text
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