19 citations · 21 across the 8 of their papers we have counts for
16 papers
The amenability constant of the Fourier algebra
Volker Runde
For a locally compact group , let denote its Fourier algebra and its dual object, i.e. the collection of equivalence classes of unitary represenations of . W…
Representations of locally compact groups on QSL_p-spaces and a p-analog of the Fourier-Stieltjes algebra
Volker Runde
For a locally compact group and , we define to be the space of all coefficient functions of isometric representations of on quotients of subspace…
Why I don't like "pure mathematics"
Volker Runde
An opiniated essay on what pure mathematics is and why the adjective "pure" in "pure mathematics" is not a good choice.
A Connes-amenable, dual Banach algebra need not have a normal, virtual diagonal
Volker Runde
Let be a locally compact group, and let denote the space of weakly almost periodic functions on . We show that, if is a -group, but not compact, then the…
Operator space structure and amenability for Figà-Talamanca-Herz algebras
Anselm Lambert, Matthias Neufang, Volker Runde
Column and row operator spaces - which we denote by COL and ROW, respectively - over arbitrary Banach spaces were introduced by the first-named author; for Hilbert spaces, these de…
Amenability and weak amenability of the Fourier algebra
Brian E. Forrest, Volker Runde
Let be a locally compact group. We show that its Fourier algebra is amenable if and only if has an abelian subgroup of finite index, and that its Fourier-Stieltjes a…