|
Abstract
|
Let G be a locally compact group and H be a compact subgroup of G.In this paper we study right multipliers on L1(G/H) and L∞(G/H) and prove the Wendels theorem for L1(G/H). We show L1(G/H) is a left ideal of Mℓ(L1(G/H)). Also, show that every approximately local right multiplier on L1(G/H) is right multiplier.
|