[PDF] Top 20 Binomial difference sequence spaces of order m
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Binomial difference sequence spaces of order m
... Köthe and Toeplitz [] first computed the dual whose elements can be represented as sequences and defined the α-dual (or Köthe-Toeplitz dual). Chandra and Tripathy [] generalized the notion of Köthe-Toeplitz dual of ... See full document
10
Generalized difference sequence spaces associated with a multiplier sequence on a real n normed space
... The concept of -normed space was initially introduced by Gähler [] in the mid of s, while that of n-normed spaces can be found in Misiak []. Since then, many others have used these concepts and obtained ... See full document
12
Orlicz Garling sequence spaces of difference operator and their domination in Orlicz Lorentz spaces
... The notion of a difference operator in the sequence spaces was first introduced by Kız- maz [27]. The idea of difference sequence spaces of Kızmaz was further generalized by Et and Çolak [28]. ... See full document
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Generalized I Convergent Difference Double Sequence Spaces Defined By A Moduli Sequence
... and sufficient conditions for the inclusion relations between X( n m ) and sufficient conditions for the inclusion relations between X( n m ) and Y(F, n m ), where X,Y = 2 or c 2 0 . ... See full document
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Intuitionistic fuzzy I convergent Fibonacci difference sequence spaces
... using Fibonacci difference matrix F. We studied certain elementary properties and topo- ˆ logical properties like linearity, first countability, hausdorfness. These results will give new approach to deal with the problems ... See full document
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Generalized Rough Cesaro and Lacunary Statistical Triple Difference Sequence Spaces in Probability of Fractional Order Defined by Musielak-Orlicz Function
... We study some properties of this operator involving lacunary sequence θ and arbitrary sequence p = (prst) of strictly positive real numbers and investigate the topological structures of [r] ... See full document
9
Compact operators on some Fibonacci difference sequence spaces
... The Hausdorff measure of noncompactness can be most effectively used to characterize compact operators between Banach spaces. We have shown how the Hausdorff measure of noncompactness could be applied in the ... See full document
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On some AI convergent difference sequence spaces of fuzzy numbers defined by the sequence of Orlicz functions
... of order m, the sequences of Orlicz functions, and an infinite matrix, we introduce and examine some classes of sequences of fuzzy numbers defined by ... See full document
13
Four dimensional generalized difference matrix and some double sequence spaces
... double sequence space are unique. But β(ϑ)-dual of a double sequence space can be more than one according to the ϑ ...the spaces C bp , C r and C ... See full document
22
On Some Generalized Difference Riesz Sequence Spaces and Uniform Opial Property
... The Opial property plays an important role in the study of weak convergence of iterates of mapping of Banach spaces and of the asymptotic behavior of nonlinear semigroup. The Opial property is important because ... See full document
17
A new generalized vector-valued paranormed sequence space using modulus function
... Colak, On some generalized difference sequence spaces, Soochow J.. Kizmaz, On certain sequence spaces, Can.[r] ... See full document
9
Binomial difference sequence spaces of fractional order
... In this paper, we have discussed some results obtained from the matrix domain of the binomial matrix and the difference matrix of fractional order. Our main aim is to general- ize the results on the matrix ... See full document
8
On some binomial \(B^{(m)}\) difference sequence spaces
... many authors have studied further generalization of the difference sequence spaces [–]. Moreover, Altay and Polat [], Başarir and Kara [–], Başarir, Kara and Konca [], Kara [], Kara and İlkhan [, ... See full document
11
Some normed binomial difference sequence spaces related to the \(\ell {p}\) spaces
... integers. Since then, many authors have studied further generalization of the difference sequence spaces [–]. Moreover, Altay and Polat [], Başarir and Kara [–], Kara [], Kara and İlkhan [], Polat ... See full document
10
The binomial sequence spaces of nonabsolute type
... bijection between the spaces b r,s c and c. Let us consider the transformation L defined by L : b r,s c −→ c, L(x) = B r,s x. Then it is obvious that, for all x ∈ b r,s c , L(x) = B r,s x ∈ c. Moreover, it is clear ... See full document
16
Two new sequence spaces generated by the composition of m th order generalized difference matrix and lambda matrix
... mth order generalized difference matrix and lambda matrix and define an isomorphism between new sequence spaces and classical sequence ... See full document
20
Difference sequence spaces
... [8] MALKOWSKY, E., MURSALEEN and QAMARUDDIN, Generalized sets of difference sequences, their duals and matrix transformations unpublished.. [9] MADDOX, I.J., Continuous and K6the-Teplitz[r] ... See full document
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On some topological properties of generalized difference sequence spaces
... the sequence spaces ∆ m (X), where ∆ m (X) = {x = (x k ) : (∆ m x k ) ∈ X}, (m ∈ N), and X is any sequence ...the sequence spaces ∆ m (l ∞ ),∆ ... See full document
7
σ-Convergent difference sequence spaces of second order defined by Orlicz function
... On certain class of sequence spaces of invariant mean defined by Orlicz function.. Difference sequence spaces of invariant mean defined by orlicz function.[r] ... See full document
12
Generalized Cλ Rate Sequence Spaces of Difference Sequence Defined by a Modulus Function in a Locally Convex Space
... Generalized Cλ-Rate Sequence Spaces of Difference Sequence Defined by a Modulus Function in a Locally Convex Space B.Özaltın, İ.. Dağadur∗ Department of Mathematics, Faculty of Scienc[r] ... See full document
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