NUMERICAL RADIUS INEQUALITIES FOR PRODUCTS AND COMMUTATORS OF OPERATORS

Amer Abu-Omar; Fuad Kittaneh

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NUMERICAL RADIUS INEQUALITIES FOR PRODUCTS AND COMMUTATORS OF OPERATORS

Journal article

Peer reviewed

NUMERICAL RADIUS INEQUALITIES FOR PRODUCTS AND COMMUTATORS OF OPERATORS

Amer Abu-Omar and Fuad Kittaneh

Houston journal of mathematics, Vol.41(4), pp.1163-1173

01/01/2015

Abstract

Mathematics

Physical Sciences

Science & Technology

New numerical radius inequalities are given. These inequalities involve products and commutators of Hilbert space operators. Our results generalize and improve recent numerical radius inequalities.

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Title: NUMERICAL RADIUS INEQUALITIES FOR PRODUCTS AND COMMUTATORS OF OPERATORS
Creators - without role: Amer Abu-Omar - Fahad Bin Sultan Univ, Coll Humanities & Sci, Tabuk, Saudi Arabia
Fuad Kittaneh - University of Jordan
Publication Details: Houston journal of mathematics, Vol.41(4), pp.1163-1173
Publisher: Univ Houston
Number of pages: 11
Identifiers: 9914238808331
Academic Unit: Fahad Bin Sultan University
Language: English
Resource Type: Journal article