Fourier-Stieltjes algebras and measure algebras on compact right topological groups
Let G be an admissible compact Hausdorff right topological group, that is, a group with a Hausdorff topology such that for each a∈G, the map gga is continuous, and the set of a∈G such that the map gag is continuous is dense in G. Such groups arise in
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|Source:||Journal of Functional Analysis|
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