[PDF] Top 20 Statistical uniform convergence in $2$-normed spaces
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Statistical uniform convergence in $2$-normed spaces
... of statistical convergence in 2-normed spaces for double sequence was introduced in ...Talebi, Statistical convergence of double sequences in 2-normed ... See full document
9
Statistical limit superior and limit inferior in intuitionistic fuzzy normed spaces
... of statistical convergence was first introduced by Fast [1] which was extended for double sequences in ...ordinary convergence have been extended to the theory of statistical ... See full document
12
On generalized double statistical convergence in a random 2 normed space
... of statistical convergence has been studied in 2-normed and random 2-normed spaces by various ...-double statistical convergence and λ -double ... See full document
11
Some New Double Sequence Spaces Defined by Orlicz Function in Normed Space
... a 2-normed space was first given in the works of G¨ahler 1, 2 as an interesting nonlinear generalization of a normed linear space which was subsequently studied by many authors see, 3, ... See full document
9
On generalized A difference strongly summable sequence spaces defined by ideal convergence on a real n normed space
... of statistical convergence was given by Zygmund [1] in the first edition of his monograph published in Warsaw in ...of statistical convergence was introduced by Fast [2] and Schoenberg ... See full document
9
On Some New Sequence Spaces in 2 Normed Spaces Using Ideal Convergence and an Orlicz Function
... of 2-normed space was initially introduced by G¨ahler 5 as an interesting nonlinear generalization of a normed linear space which was subsequently studied by many authors see, 6, ...sequence ... See full document
8
On some spaces of almost lacunary convergent sequences derived by Riesz mean and weighted almost lacunary statistical convergence in a real n normed space
... new spaces of almost convergent sequences derived by Riesz mean and the lacunary sequence in a real n-normed ...of statistical convergence which will be called weighted almost lacunary ... See full document
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On n normed spaces
... ≥ 2 is an (n − 1)-normed space and that, for the standard or finite-dimensional case, the (n − 1)-norm can be derived from the n-norm in such a way that the convergence and completeness in the n-norm ... See full document
9
On pointwise and uniform statistical convergence of order α for sequences of functions
... of statistical convergence was given by Zygmund [] in the first edition of his monograph published in Warsaw in ...of statistical convergence was in- troduced by Steinhaus [] and Fast [] and ... See full document
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O g-Statistical Convergence in Paranormed Spaces
... Note that each seminorm (norm) g on X is a paranorm (total) but converse need not be true. It is well known that the metric of any linear metric space is given by some total paranorm (see [28, Theorem 10.4.2, pp. 183]). ... See full document
15
On $\mathcal{I}$-convergence in the Topology Induced by Probabilistic Norms
... of statistical conver- gence and it is dependent on the notion of the ideal of subsets of N of positive integer ...probabilistic normed spaces and prove some important ... See full document
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Ideal convergence of double sequences in random 2 normed spaces
... Let X is a linear space of a dimension d, where ≤ d < ∞ . A -norm on X is a function · , · : X × X → R satisfying the following conditions: for every x, y ∈ X, (i) x, y = if and only if x and y are linearly ... See full document
8
Uniform Lacunary Statistical Convergence on Time Scales
... of statistical convergence goes back to the study of Zygmund [42] which was published in ...1935. Statistical convergence of number sequences was formally introduced by Fast [13] and Steinhaus ... See full document
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Rough I2-Lacunary Statistical Convergence of Double Sequences
... Abstract: In this paper, we introduce and study the notion of rough I 2 -lacunary statistical convergence of double sequences in normed linear spaces1. We also introduce the[r] ... See full document
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Statistical convergence in a paranormed space
... of statistical convergence for sequences of real numbers was introduced by Fast [1] and Steinhaus [2] independently in the same year 1951 and since then sev- eral generalizations and applications of ... See full document
6
1. On $\nabla _{2}$-Statistical Convergence of Double Sequences of order $\alpha $ in Random 2-Normed Space
... on statistical convergence and its generalizations appears to have been restricted to real or complex sequences, but in recent years these ideas have been also extended to the sequences in fuzzy ... See full document
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Lacunary Δ statistical convergence in intuitionistic fuzzy n normed space
... The concept of lacunary statistical convergence was introduced in intuitionistic fuzzy n-normed spaces in Sen and Debnath (Math. Comput. Model. 54:2978-2985, 2011). In this article, we ... See full document
12
Statistical Convergence of Double Sequences on Probabilistic Normed Spaces
... In this paper, we obtained results on statistical convergence for double sequences on prob- abilistic normed spaces. As every ordinary norm induces a probabilistic norm, the ob- tained results ... See full document
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Lacunary Statistical Convergence in Fuzzy Normed Linear Spaces
... lacunary statistical convergence with respect to a fuzzy ...lacunary convergence in fuzzy normed ...classical normed spaces are also obtained in fuzzy normed ... See full document
5
On two valued measure and double statistical convergence in 2 normed spaces
... Definition . [] Let X be a real vector space of dimension d, where ≤ d < ∞. A -norm on X is a function ·, · : X × X → R which satisfies (i) x, y = if and only if x and y are linearly independent; (ii) x, y = y, ... See full document
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