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In this article, we have introduced the idea of statistically convergent generalized difference lacunary double sequence spaces [¯w2 (M, ?n, p,q)]?, [¯w2 (M, ?n, p,q)]? and defined over a semi norm space (X, q). Also we have study some basic properties ... see more

The idea of difference sequence space was introduced by Kizmaz (1981) and this concept was generalized by Tripathy and Esi (2006). In this article we introduced the paranormed sequence spaces cF(f,?,?m,p), (f,?,?m,p) and (f,?,?m,p) of fuzzy numbers associ... see more

In this paper we introduce the strongly generalized difference sequence spaces of modulus function and is a non-negative four dimensional matrix of complex numbers and (pi(mn)) is a sequence of positive real numbers. We also give natural relationship betw... see more

Recently Baliarsingh and Dutta [11], [12] introduced the fractional difference operator ?a, defined by ?a(xk) =    and defined new classes of generalized difference sequence spaces of fractional order X(G, ?a, u) where X = {????8, c, c0} . ... see more

In this paper we have introduced and investigated the difference triple sequence spaces c³0(?³), c³(?³), c³R(?³), ????³8(?³) and c³B(?³) applying the difference operator ?³, on the triple sequence (xlmn) and studied some of their algebraic and topological... see more

The idea of difference sequence spaces was introduced by Kizmaz [6], and this concept was generalized by Bektas and Colak [1]. In this paper, we define the sequence spaces and , where F = (fk) is a sequence of modulus functions, and examine some incl... see more

In this paper we introduce the generalized geometric difference sequence spaces    and to prove that these are Banach spaces. Then we prove some inclusion properties. Also we compute their dual spaces. 

In this paper we introduce lacunary sequence spaces defined by a Musielak-Orlicz function M = (M_k) and a sequence of modulus functions F = (f_k). We also make an effort to study some topological properties and inclusion relations between these spaces.

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