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| MULTIPLIERS OF SEGAL ALGEBRAS $\[{A_p}(G)\]$ |
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Citation： |
Ouyang Guangzhong.MULTIPLIERS OF SEGAL ALGEBRAS $\[{A_p}(G)\]$[J].Chinese Annals of Mathematics B,1988,9(2):176~182 |
| Page view： 855
Net amount： 788 |
Authors： |
Ouyang Guangzhong; |
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| Abstract： |
Let $G$ be a locally compact but non-compact abelian gronp. It is proved that
$\[M({A_p}(G),{L_1}(G)) = M(G)\]$ and $\[M({A_p}(G),{L_1}(G) \cap {C_0}(G)) = M({L_1}(G),{L_1}(G) \cap {C_0}(G))\]$. If $G$ is discrete, then $\[M({A_p}(G),{L_1}(G)) = {A_p}(G)\]$, $\[M({A_p}(G),{L_1}(G) \cap {C_0}(G)) = {A_p}(G)\]$. |
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