Beurling algebras on locally compact groups, tensor products, and multipliers

J. Kerlin

Displaying similar documents to “Beurling algebras on locally compact groups, tensor products, and multipliers”

Tensor products and p-induction of representations on Banach spaces.

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In this paper we obtain Lp versions of the classical theorems of induced representations, namely, the inducing in stages theorem, the Kronecker product theorem, the Frobenius Reciprocity theorem and the subgroup theorem. In doing so we adopt the tensor product approach of Rieffel to inducing.

An extension of Helson-Edwards theorem to Banach modules.

Takahasi, Sin-Ei (1991)

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Multipliers of some Banach ideals and Wiener-Ditkin sets

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Multipliers of Banach valued weighted function spaces.

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Character contractibility of Banach algebras and homological properties of Banach modules

Rasoul Nasr-Isfahani, Sima Soltani Renani (2011)

Studia Mathematica

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Let 𝓐 be a Banach algebra and let ϕ be a nonzero character on 𝓐. We give some necessary and sufficient conditions for the left ϕ-contractibility of 𝓐 as well as several hereditary properties. We also study relations between homological properties of some Banach left 𝓐-modules, the left ϕ-contractibility and the right ϕ-amenability of 𝓐. Finally, we characterize the left character contractibility of various Banach algebras related to locally compact groups.