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- W2543391400 abstract "In this paper giving some algebraic and topological properties of (|C_alpha|_k), we characterize the classes of all infinite matrices ((|C_alpha|,|C_delta|_k)) and ((|C_alpha|_k,|C_delta|)) for (alpha,delta>-1) and (kge 1), show that each element of this classes correspond to a continuous linear mapping, which also enables us to extend some well known results of Flett [7], Orhan and Sarigol [15], Bosanquet [2], Mehdi [13], Mazhar [11], and Sarigol [18], where (|C_alpha|_k) is the space of series summable by absolute Cesaro summability (|C,alpha|_k) in Flett's notation." @default.
- W2543391400 created "2016-11-04" @default.
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- W2543391400 date "2016-06-15" @default.
- W2543391400 modified "2023-09-23" @default.
- W2543391400 title "Spaces of Series Summable by Absolute Cesàro and Matrix Operators" @default.
- W2543391400 hasPublicationYear "2016" @default.
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