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1. CJM 2004 (vol 56 pp. 1259)
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The Fourier Algebra for Locally Compact Groupoids We introduce and investigate using Hilbert modules the properties
of the {\em Fourier algebra} $A(G)$ for
a locally compact groupoid $G$. We establish a duality theorem for
such groupoids in terms of multiplicative module maps. This includes
as a special case the classical duality theorem for locally compact
groups proved by P. Eymard.
Keywords:Fourier algebra, locally compact groupoids, Hilbert modules,, positive definite functions, completely bounded maps Category:43A32 |
2. CJM 1998 (vol 50 pp. 897)
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Fourier multipliers for local hardy spaces on Chébli-Trimèche hypergroups In this paper we consider Fourier multipliers on local
Hardy spaces $\qin$ $(0
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