2022โ€ขJournal of Interdisciplinary MathematicsRequires access

The class of ๐’ฎ-operators on Hilbert space

Elaf S. Abdulwahid

Open publisher page 2 citations

Abstract

The aim of this research is to introduce a new type of operator on Hilbert space which is called ๐’ฎ - operator. The operator namely ๐’ฎ - operator if , where adjoint operator of .Thus some properties of the class of ๐’ฎ - operator are studied and relation between this class with some types operator.

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What this paper is about

The aim of this research is to introduce a new type of operator on Hilbert space which is called ๐’ฎ - operator. The operator namely ๐’ฎ - operator if , where adjoint operator of .Thus some properties of the class of ๐’ฎ - operator are studied and relation between this class with some types operator.

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OpenAlex reports 2 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

The aim of this research is to introduce a new type of operator on Hilbert space which is called ๐’ฎ - operator. The operator namely ๐’ฎ - operator if , where adjoint operator of .Thus some properties of the class of ๐’ฎ - operator are studied and relation between this class with some types operator.

Key concepts: Hermitian adjoint, Quasinormal operator, Mathematics, Operator (biology), Operator space, Multiplication operator, Finite-rank operator, Weak operator topology

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