A class of Banach algebras of generalized matrices
Maysam Maysami Sadr
TL;DR
This paper introduces a new class of Banach algebras composed of generalized matrices, exploring their structural properties such as approximate units, ideals, and derivations.
Contribution
It presents a novel class of Banach algebras of generalized matrices and analyzes their algebraic and functional properties.
Findings
Existence of approximate units established
Detailed ideal structure characterized
Derivations of the algebras studied
Abstract
We introduce a class of Banach algebras of generalized matrices and study the existence of approximate units, ideal structure, and derivations of them.
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