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    Multipliers and factorizations for bounded statistically convergent sequences
    (2002) Connor, Jeff; Demirci, Kamil; Orhan, C.
    Let n be a density and and denote the bounded statistically convergent and statistically null sequences, respectively. A variety of multiplier results, such is statistically convergent for a broad class of densities. © 2014, Oldenbourg Wissenschaftsverlag GmbH, Rosenheimer Str. 145, 81671 München. All rights reserved.
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    Öğe
    Subspaces of A-statistically convergent sequences
    (Akademiai Kiado, 2003) Demirci, K.; Khan, M.K.; Orhan, C.
    Let A be a nonnegative regular summability method. In this paper we deal with various subspaces of A-statistically convergent sequences by using the rate of convergence concept. We show, under certain conditions, that these subspaces cannot be endowed with a locally convex FK-topology. We also describe multipliers for bounded A-statistically convergent and bounded A-statistically null sequences with the appropriate rate and provide a Steinhaus type result.