In this paper we will continue the analysis undertaken in [1] and in [2] our investigation on the structure of Quasi-local quasi *-algebras. In this paper it is shown that any Quasi-local quasi -algebras (A;A_0), can be represented as a class of Banach C-modules called CQ-algebra of measurable operators in Segal's sense.

Triolo, S. (2011). Quasi-local quasi -algebras of measurable operators. BOLLETTINO DI MATEMATICA PURA E APPLICATA, IV(IV), 1-10.

Quasi-local quasi -algebras of measurable operators

TRIOLO, Salvatore
2011-01-01

Abstract

In this paper we will continue the analysis undertaken in [1] and in [2] our investigation on the structure of Quasi-local quasi *-algebras. In this paper it is shown that any Quasi-local quasi -algebras (A;A_0), can be represented as a class of Banach C-modules called CQ-algebra of measurable operators in Segal's sense.
2011
Settore MAT/05 - Analisi Matematica
Triolo, S. (2011). Quasi-local quasi -algebras of measurable operators. BOLLETTINO DI MATEMATICA PURA E APPLICATA, IV(IV), 1-10.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10447/62817
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