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Generalizations of numerical radius inequalities related to block matrices

We establish several numerical radius inequalities related to 2x2 positive semidefinite block matrices. It is shown that if A,B,C ? Mn(C) are such that [A B* B C] ? 0,… Click to show full abstract

We establish several numerical radius inequalities related to 2x2 positive semidefinite block matrices. It is shown that if A,B,C ? Mn(C) are such that [A B* B C] ? 0, then wr(B)? 1/2 ||Ar + Cr||, for r ? 1. Related numerical radius inequalities for sums and products of matrices are also given.

Keywords: block matrices; inequalities related; numerical radius; radius inequalities

Journal Title: Filomat
Year Published: 2019

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