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- W4236537530 abstract "The present paper began as a natural outgrowth of our first paper, where we characterized the module homomorphisms from group algebras into a fairly restrictive class of group algebra modules. We now investigate module homomorphisms from group algebras into a more general class of group algebra modules. Although the two papers are thus related, they can be read quite independently. Section 2 contains our extension, Theorem 2.1, of P. J. Cohen's theorem on factorization in Banach algebras (1). Our extension is to Banach modules over Banach algebras equipped with an approximate identity. We should mention first that J.-K. Wang observed the existence of such a generalization, and secondly, that our proof requires no ideas different from those in Cohen's proof. Nevertheless, we include a proof that condenses the original proof considerably." @default.
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- W4236537530 date "1967-01-01" @default.
- W4236537530 modified "2023-10-02" @default.
- W4236537530 title "Group Algebra Modules. II" @default.
- W4236537530 cites W1969322138 @default.
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- W4236537530 doi "https://doi.org/10.4153/cjm-1967-009-0" @default.
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