Author(s): A. Beddaa and M. Oudadess
Article publication date: 1992-04-01
Vol. 10 No. 1 (yearly), pp. 1-12.
132
Keywords
convex, algebra, theorems
Abstract
A definition of saturated uniformly locally A-convex algebras has been given by Cochran (1973). Rece ntly Oudadess (1986) showed that these algebras don't exist and gave another definition . In this paper we extend the notion of saturatedness to the class of p-Normed Algebras and give characterisations of some subclasses. Also some theorems of Gelfand-Naimark type are obtained