Ideal structure in generalized group algebras
Ideal structure in generalized group algebras
We study the algebra L ι (G, A) of Bochner-integrable functions from a locally compact topological group G to a Banach algebra A. First we characterize closed ideals in L^G, A) as subspaces that are translation invariant in a certain sense (Theorem 2.2).After that we establish some generalizations of Wiener's …