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Let M, N be Orlicz functions, and let D(\ellM , \ellN ) be the space of all diagonal operators (that is multipliers) acting between the Orlicz sequence spaces \ellM and \ellN. We prove that the space ...
Basic Properties and Multipliers Space on L1(G)\cap L(p,q)(G) Spaces
Basic Properties Multipliers Space L1(G)\cap L(p,q)(G) Spaces
2010/2/25
Let G be locally compact Abelian group with Haar measure. First is discussed some properties of L1(G) \cap L(p,q)(G) spaces. Then is mentioned the multipliers space on L1(G) \cap L(p,q) (G) spaces.