Title: Approximate and pseudo-amenability of the Fourier algebra

Authors: Fereidoun Ghahramani and Ross Stokke

Issue: Volume 56 (2007), Issue 2, 909-930

Abstract: Let $G$ be a locally compact group and let $A(G)$ be its Fourier algebra. We find sufficient conditions for $A(G)$ to be approximately/pseudo-amenable without being amenable. We also study $A(G)$ for its operator approximate/pseudo-amenability.