On some generalized new type difference sequence spaces defined by a modulus function in a seminormed space
2008
scientific article
english
- modulus function
- de la Vallee-Poussin means
- paranorm
EN The idea of difference sequence spaces were introduced by Kizmaz [6] and generalized by Et. and Colak [4]. Later Tripathy, Esi and Tripathy [15] introduced the notion of the new difference operator Δnm for n, m ∈ N. In this paper we introduced some new type of generalized difference sequence spaces defined by a modulus function and the new type of statistically convergent generalized difference sequence space. We study their different properties and obtain some inclusion relations involving these new type difference sequence spaces.
15 - 24
CC BY-NC-ND (attribution - noncommercial - no derivatives)
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