Extension of weak amenability of some group algebras on homogeneous spaces

Research

Title	Extension of weak amenability of some group algebras on homogeneous spaces
Type	Presentation
Keywords	Locally compact topological group, homogeneous space, weak amenability
Year	2019
Researchers	Behrooz Olfatian Gillan

Abstract

We know that L1(G) always is weakly amenable in which G is a topological group. In this paper, we replace the homogeneous space G=H instead of topological group G and show that L1(G/H) always is weakly amenable too.

Behrooz Olfatian Gillan

Research

Abstract