In this paper we investigate the *-representations of a partial *-algebra A. In particular, it is proved that, if A is semiassociative and if the set of right multipliers is dense with respect to a seminorm p on A, there exists a bounded and regular *-represenation on A.

Tschinke, F. (2008). C*-seminorms and representation on partial *-algebras. In T. Brugarino, M.S. Mongiovi' (a cura di), Bollettino di Matematica pura e applicata (pp. 179-185). Roma : Aracne.

C*-seminorms and representation on partial *-algebras

TSCHINKE, Francesco
2008-01-01

Abstract

In this paper we investigate the *-representations of a partial *-algebra A. In particular, it is proved that, if A is semiassociative and if the set of right multipliers is dense with respect to a seminorm p on A, there exists a bounded and regular *-represenation on A.
2008
Tschinke, F. (2008). C*-seminorms and representation on partial *-algebras. In T. Brugarino, M.S. Mongiovi' (a cura di), Bollettino di Matematica pura e applicata (pp. 179-185). Roma : Aracne.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10447/46007
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