Iranian Mathematical Society Journal of the Iranian Mathematical Society 2717-1612 4 1 2023 01 01 On the mutipliers of the Figá-Talamanca Herz algebra 55 66 172215 10.30504/jims.2023.365376.1076 EN A. Derighetti MA A1 345 (B^atiment MA) Station 8 CH-1015 Lausanne. Journal Article 2022 10 11 Let $G$ be a locally compact group and $p,q \in \mathbb{R}$ with $p>1, \hskip2pt p\not =2$ and $q$ between $2$ and $p$ (if $p<2$ then $p<q<2,$ if $p>2$ then $2<q<p$.) The main result of the paper is that $ A_{q}(G)$ multiplies $A_p(G),$ more precisely we show that the Banach algebra $A_p(G)$ is a Banach module on $A_q(G).$ https://jims.ims.ir/article_172215_9c6cc7330ed550ad274f949c04d31c69.pdf