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On compact operators on some spaces related to matrix B(r, s)
2010
Filomat
Many sequence spaces arise from different concepts of summability. Recent results obtained by Altay, Başar and Malkowsky [2] are related to strong Cesàro summability and boundedness. They determined β−duals of the new sequence spaces and characterized some classes of matrix transformations on them. Here, we will present new results supplementing their research with the characterization of classes of compact operators on those spaces.
doi:10.2298/fil1002041d
fatcat:paxzzioptfhmhavhcsb25dzrfi