Refinements of Some Numerical radius inequalities for Hilbert Space Operators
Mohammad W. Alomari
TL;DR
This paper introduces new inequalities and refinements for the numerical radius of products and block matrices of Hilbert space operators, advancing the understanding of operator bounds.
Contribution
It generalizes and refines existing inequalities for the numerical radius of operator products and block matrices in Hilbert spaces.
Findings
New inequalities for the numerical radius of operator products
Refined bounds for block matrix operators
Generalizations of existing numerical radius inequalities
Abstract
In this work, some generalizations and refinements inequalities for numerical radius of the product of Hilbert space operators are proved. New inequalities for numerical radius of block matrices of Hilbert space operators are also established.
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