The theory of modules is used in the study of Banach algebras to get, for instance, results of Le Page, on commutativity, Jacobson radical, semicimplicity, algebraic density and the like (cf., for example, [1], [2]). Such type of results were obtained in [8] in the context of lmc Q-algebras, while in the present paper there are considered, more generally, for A-convex Q'-algebras, whose class is proved thus to be a convenient setting thereof.
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The theory of modules is used in the study of Banach algebras to get, for instance, results of Le Page, on commutativity, Jacobson radical, semicimplicity, algebraic density and the like (cf., for example, [1], [2]). Such type of results were obtained in [8] in the context of lmc Q-algebras, while in the present paper there are considered, more generally, for A-convex Q'-algebras, whose class is proved thus to be a convenient setting thereof.
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