Extension of weak amenability of some group algebras on homogeneous spaces

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

کلیدواژه ها:

Locally compact topological group ، homogeneous space ، weak amenability