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math.FA2006★ 10 cited
Operator space structure on Feichtinger's Segal algebra
Nico Spronk
We extend the definition, from the class of abelian groups to a general locally compact group G, of Feichtinger's remarkable Segal algebra S_0(G). In order to obtain functorial pro…
math.FA2006
Operator Segal Algebras in Fourier Algebras
Brian E. Forrest, Nico Spronk, Peter J. Wood
Let G be a locally compact group, A(G) its Fourier algebra and L1(G) the space of Haar integrable functions on G. We study the Segal algebra SA(G)=A(G)\cap L1(G) in A(G). It admits…