Approximate Identities for Ideals of Seg
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Yong Zhang
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Article
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2002
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Elsevier Science
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English
β 106 KB
We show that every closed ideal of a Segal algebra on a compact group admits a central approximate identity which has the property, called condition (U), that the induced multiplication operators converge to the identity operator uniformly on compact sets of the ideal. This result extends a known on