Segal Algebra as an Ideal in its Second Dual Space

Authors : H. S. Mustafayev

Pages : 323-332

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Publication Date : 9999-12-31

Article Type : Makaleler

Abstract :For a locally compact group G, let S(G) be a symmetric Segal algebra. We prove that S(G) is an ideal in its second dual space if and only if G is compact, where the second dual is equipped with an Arens multiplication.
Keywords : Turk. J. Math., 23, (1999), 323-332. Full text: pdf Other articles published in the same issue: Turk. J. Math., vol.23, iss.2.