V. Revathi, P. Maheswari Naik
Abstract
In our study we have introduced the new class of operator M quasi - class (Q) operator acting on a complex Hilbert space H. An operator M quasi - class (Q) if where is the adjoint of the operator T and M is a bounded operator. We investigate some basic properties of the operator.
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In our study we have introduced the new class of operator M quasi - class (Q) operator acting on a complex Hilbert space H. An operator M quasi - class (Q) if where is the adjoint of the operator T and M is a bounded operator. We investigate some basic properties of the operator.
Key concepts: Operator (biology), Quasinormal operator, Finite-rank operator, Operator space, Multiplication operator, Weak operator topology, Mathematics, Hermitian adjoint