On generalized notions of amenability and operator homology of the Fourier algebra

Mehdi Nemati

Type: Article

Publication Date: 2017-01-30

Citations: 3

DOI: https://doi.org/10.1093/qmath/hax005

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Locations

The Quarterly Journal of Mathematics - View

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Works Cited by This (20)

Action	Title	Year	Authors
+ PDF Chat	L'algèbre de Fourier d'un groupe localement compact	1964	Pierre Eymard
+	Nilpotent ideals in a class of Banach algebras	1999	Yong Zhang
+	Module Homomorphisms and Topological Centres Associated with Weakly Sequentially Complete Banach Algebras	1998	Jack W. Baker Anthony To‐Ming Lau John Pym
+	Generalized notions of amenability, II	2008	F. Ghahramani R. J. Loy Yong Zhang
+	Multipliers of the Fourier Algebras of Some Simple Lie Groups and Their Discrete Subgroups	1985	Jean De Cannière Uffe Haagerup
+ PDF Chat	Norm One Idempotent <i>cb</i>-Multipliers with Applications to the Fourier Algebra in the <i>cb</i>-Multiplier Norm	2011	Brian Forrest Volker Runde
+ PDF Chat	Properties of the Fourier algebra that are equivalent to amenability	1984	Viktor Losert
+ PDF Chat	The second dual of a Banach algebra	1979	S. A. R. Hosseiniun
+ PDF Chat	Arens regularity and discrete groups	1991	Brian Forrest
+	Approximate and pseudo-amenability of the Fourier algebra	2007	F. Ghahramani Ross Stokke