Weak regularity of group algebras
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DOI: 10.1007/s00233-018-9963-0
Abstract: A Banach algebra $$\mathcal {A}$$A is called weakly regular if its multiplicative semigroup is E-inversive. We show that for a unimodular group G which admits an integrable unitary representation, $$L^1(G)$$L1(G) is weakly regular. Moreover for… read more here.
Keywords: regularity group; group algebras; group; weakly regular ... See more keywords