[PDF] Top 20 Some generalized difference statistically convergent sequence spaces in 2 normed space
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Some generalized difference statistically convergent sequence spaces in 2 normed space
... from sequence point of view and linked with the summability theory by Fridy [] and generalized to the concept of -normed space by Gürdal and Pehlivan ... 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 . Sequences of ... See full document
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On some spaces of almost lacunary convergent sequences derived by Riesz mean and weighted almost lacunary statistical convergence in a real n normed space
... been generalized to the concept of a -normed space by Gürdal and Pehlivan [] and to the concept of an n-normed space by Reddy ... See full document
11
On Weak Statistical Convergence
... weak statistically Cauchy sequence in a normed ...reflexive space, weak statistically Cauchy sequences are the same as weakly statistically convergent ... See full document
9
Stability of the quadratic functional equation in non-Archimedean L-fuzzy normed spaces
... Banach spaces by Hyers [19]. Subsequently, the result of Hyers was generalized by Aoki [2] for additive mappings and by ...a generalized Hyers-Ulam stability of functional ... See full document
12
Intuitionistic fuzzy I convergent Fibonacci difference sequence spaces
... Fuzzy logic was first introduced by Zadeh in 1965 [24] and it found its applications in various fields like control theory, artificial intelligence, robotics. Later on many authors [7, 16] investigated fuzzy topology to ... See full document
7
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
Some generalized difference sequence spaces of invariant means defined by Orlicz functions
... which are defined by combining the concepts of Orlicz functions, invariant means, and lacunary convergence. We also study some inclusion relations and linearity properties of the above-mentioned spaces. ... See full document
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Generalized σ-convergent difference sequence spaces 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
14
Four dimensional generalized difference matrix and some double sequence spaces
... I would like to thank professor Feyzi Ba¸sar who was my supervisor in Fatih University, which has been closed, for his valuable and continued help on some results and useful comments and remarks which improved ... See full document
22
On generalized A difference strongly summable sequence spaces defined by ideal convergence on a real n normed space
... ⊂ 2 X (the class of all subsets of X) is called an ideal if and only if for each A, B Î I, we have A ∪ B Î I and for each A Î I and each B ⊂ A, we have B Î ...⊂ 2 X is a filter on X if and only if F ∉ F, ... See full document
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On Generalized Paranormed Statistically Convergent Sequence Spaces Defined by Orlicz Function
... The mappings σ are one to one and such that σ k n / n for all positive integers n and k, where σ k n denotes the kth iterate of the mapping σ at n. Thus φ extends the limit functional on c, the space of ... See full document
13
Statistically Convergent Double Sequence Spaces in 2 Normed Spaces Defined by Orlicz Function
... In order to extend the notion of convergence of sequen- ces, statistical convergence was introduced by Fast [2] and Schoenberg [3] independently. Later on it was fur- ther investigated by Fridy and Orhan [4]. The ... See full document
5
Generalized difference sequence spaces associated with a multiplier sequence on a real n normed space
... Spaces of strongly summable sequences were studied by Kuttner [], Maddox [] and others. The class of sequences that are strongly Cesaro summable with respect to a mod- ulus was introduced by Maddox [] as an ... See full document
12
Lacunary I_2-Invariant Convergence and Some Properties
... Sava¸ s, Lacunary statistically convergent double sequences in probabilistic normed spaces, Ann Univ.. Mursaleen, Matrix transformation between some new sequence spaces, Houston J..[r] ... See full document
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On Some New Sequence Spaces in 2 Normed Spaces Using Ideal Convergence and an Orlicz Function
... vector space of dimension d, where 2 ≤ d < ∞. A 2-norm on X is a function ·, · : X × X → R which satisfies i x, y 0 if and only if x and y are linearly dependent, ii x, y y, x, iii αx, y |α|x, y, ... See full document
8
Zweier I-convergent difference sequence spaces defined by a sequence of moduli
... This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the orig[r] ... See full document
9
On certain generalized paranormed spaces
... Kılıçman, A, Borgohain, S: Some new classes of generalized difference strongly summable n-normed sequence spaces defined by ideal convergence and Orlicz function.. Kılıçman, A, Borgohain, [r] ... See full document
12
Approximately generalized additive functions in several variables via fixed point method
... was generalized by Aoki [1] for approximate additive functions and by Rassias [43] for approximate linear functions by allowing the difference Cauchy equation kf(x + y) − f(x) − f(y)k to be controlled by ... See full document
15
Some Results On Lacunary Ideal limit Point and Cluster Points of the Sequences of Fuzzy Real Numbers
... measure spaces, sequences of random variables, information theory ...Also some algebraic and topological properties are studied and some inclusion results are ... See full document
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