As'ad Y. As'ad
Abstract
In this paper we study centraloid operators, some of their properties and their relation to their adjoint, their Hilbert adjoint, isometries and normal operators. Also we show that the set of all centraloid operators need not be a Banach algebra.
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In this paper we study centraloid operators, some of their properties and their relation to their adjoint, their Hilbert adjoint, isometries and normal operators. Also we show that the set of all centraloid operators need not be a Banach algebra.
Key concepts: Mathematics, Operator theory, Set (abstract data type), Relation (database), Pure mathematics, Hilbert space, Algebra over a field, Computer science