(E,F)-Schur multipliers and applications
Fedor SukochevSchool of Mathematics and Statistics University of New South Wales Sydney, NSW 2052, AustraliaAnna TomskovaInstitute of Mathematics National University of Uzbekistan Tashkent, Durmon yuli 29, 100125, Uzbekistan
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For two given symmetric sequence spaces $E$ and $F$ we study the $(E,F)$-multiplier space, that is, the space of all matrices $M$ for which the Schur product $M\ast A$ maps $E$ into $F$ boundedly whenever $A$ does. We obtain several results asserting cont
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