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• W388338952 abstract "Let G be a locally compact group. In this paper we show by an example that compactness of G is not necessarily equivalent to the existence of a non-zero compact (or weakly compact) multiplier on the second dual of weighted group algebra L 1 (G, ω). Let G be a locally compact group with a fixed left Haar measure λ. A weight function ω on G is a strictly positive sub-additive λ-measurable function on G. The weighted group algebra L 1 (G, ω) is the set of all λ-measurable functions f such that: � f � 1,ω= G |f |(x)ω(x)dλ(x) < ∞." @default.
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• W388338952 date "2006-01-01" @default.
• W388338952 modified "2023-09-23" @default.
• W388338952 title "MULTIPLIERS ON SECOND DUAL ALGEBRAS OF WEIGHTED GROUP ALGEBRAS" @default.
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