Berezin radius inequalities for finite sums of functional Hilbert space operators

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Mehmet Gürdal
Vuk Stojiljkovic

Abstract

This work presents applications of certain functions to Berezin radius inequalities, as well as further proofs of inequalities linking them. We also establish new inequalities using the operator on a functional Hilbert space concerning the Berezin radius and Berezin norm of specific finite sums. There are also several Berezin radius inequalities provided.

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How to Cite
Gürdal, M., & Stojiljkovic, V. (2024). Berezin radius inequalities for finite sums of functional Hilbert space operators. Gulf Journal of Mathematics, 17(1), 101-109. https://doi.org/10.56947/gjom.v17i1.1885
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