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- W1937652806 abstract "In this paper we introduce a new way of deforming convolution algebras and Fourier algebras on locally compact groups. We demonstrate that this new deformation allows us to reveal some informations of the underlying groups by examinining Banach algebra properties of deformed algebras. More precisely, we focus on representability as an operator algebra of deformed convolution algebras on compact connected Lie groups with connection to the real dimension of the underlying group. Similary, we investigate complete representability as an operator algebra of deformed Fourier algebras on some finitely generated discrete groups with connection to the growth rate of the group." @default.
- W1937652806 created "2016-06-24" @default.
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- W1937652806 date "2015-08-05" @default.
- W1937652806 modified "2023-09-27" @default.
- W1937652806 title "New deformations of Convolution algebras and Fourier algebras on locally compact groups" @default.
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