Some multipliers on the space consisting of measures of analytic type
Some multipliers on the space consisting of measures of analytic type
IntroductionLet G be a LCA group with the dual group \hat{G} .m_{G} denotes the Haar measure of G. Let M(G) and M_{s}(G) denote the space of all bounded regular (complex-valued) measures on G and the subspace of M(G) consisting of all singular measures respectively.L^{1}(G) denotes the usual group algebra, and …