3 citations · 4 across the 3 of their papers we have counts for
4 papers · 1 filter
Completely Bounded Homomorphisms of the Fourier Algebras
M. Ilie, N. Spronk
For locally compact groups G and H let A(G) denote the Fourier algebra of G and B(H) the Fourier-Stieltjes algebra of H. Any continuous piecewise affine map alpha:Y -> G (where Y i…
Representations of Group Algebras in Spaces of Completely Bounded Maps
Roger R. Smith, Nico Spronk
Let G be a locally compact group, M(G) denote its measure algebra and L^1(G) denote its group algebra. Also, let pi:G->U(H) be a strongly continuous unitary representation, and let…
Measurable Schur Multipliers and Completely Bounded Multipliers of the Fourier Algebras
Nico Spronk
Let G be a locally compact group L^p(G) be the usual L^p-space for 1 =< p =< infty and A(G) be the Fourier algebra of G. Our goal is to study, in a new abstract context, the comple…
Operator biflatness of the Fourier algebra and approximate indicators for subgroups
Oleg Yu. Aristov, Volker Runde, Nico Spronk
We investigate if, for a locally compact group , the Fourier algebra is biflat in the sense of quantized Banach homology. A central role in our investigation is played by…