Hypermodules and Amenability of Pseudo-Complete Locall Convex Algebras
Hypermodules and Amenability of Pseudo-Complete
Given a Pseudo-complete locally convex algebra A. We deﬁne for A ﬂat hypomodules and cyclic ﬂat hypomodules in line with hypocontinuous multiplication in A. We generalize results available on amenability of Frechet algebras by using locally bounded approximate identity for pseudo-complete locally convex algebras endowed with the strict inductive limit topology.
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