[PDF] Top 20 Statistical convergence in a paranormed space
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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 this ... See full document
6
On generalized difference lacunary statistical convergence in a paranormed space
... extend convergence of sequences, the notion of statistical convergence was introduced by Fast [] and Steinhaus [] and several generalizations and applications of this concept have been investigated ... See full document
7
On λ statistical convergence of order α of sequences of function
... 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
8
On Weak Statistical Convergence
... weak statistical convergence and have characterized Banach spaces with separable duals via weak statis- tical ...weak statistical convergence in strengthening a result of Gokhberg and Krein on ... See full document
9
On I-statistical Convergence
... of statistical conver- gence independently and established a relation with ...sequence space point of view by Fridy [8], Salat [19] and many ...of statistical convergence in number theory and ... See full document
9
Rough $I$-statistical convergence of double sequences in normed linear spaces
... I-statistical convergence of double sequences in a normed linear space (X , ...rough convergence as well as rough statistical convergence of double sequences in a new ... See full document
7
On statistical convergence and strong Cesàro convergence by moduli
... Mursaleen, Orhan... and many others (see [2, 9, 13, 26, 27, 31–33]). Moreover, the con- vergence methods are an active research area with important applications (see the recent monograph by Mursaleen [24]). For instance, ... See full document
12
On some spaces of almost lacunary convergent sequences derived by Riesz mean and weighted almost lacunary statistical convergence in a real n normed space
... of statistical convergence, which will be called weighted almost lacunary statistical convergence in a real n-normed ...lacunary statistical convergence and weighted almost ... See full document
11
1. On $\nabla _{2}$-Statistical Convergence of Double Sequences of order $\alpha $ in Random 2-Normed Space
... the statistical convergence was given by Zygmund [36] in the first edition of his monograph published in Warsaw in ...of statistical convergence was introduced by Fast [7] and Steinhaus [34] ... See full document
13
Statistical deferred weighted \(\mathcal{B}\) summability and its applications to associated approximation theorems
... of statistical weighted B -summability was introduced very recently (Kadak et ...of statistical deferred weighted B -summability and deferred weighted B -statistical convergence and then ... See full document
21
Pascal Triple Entire Sequence Space of Fibonacci Binomial Matrix on Rough Statistical Convergence and its Rate
... In this paper, we present the concept of rough statistical convergence of triple sequences. Pascal Fibonacci binomial matrix criteria associated with this set of rough statistical convergence ... See full document
7
On lacunary double statistical convergence in locally solid Riesz spaces
... of statistical convergence, which is an extension of the idea of usual conver- gence, was introduced by Fast [], Steinhaus [] independently in the same year and also by Schoenberg ...convex ... See full document
12
On Double Statistical Convergence of Fuzzy Numbers
... For sequences of fuzzy numbers, Nanda 1 studied the sequences of fuzzy numbers and showed that the set of all convergent sequences of fuzzy numbers forms a complete metric space. Kwon 2 introduced the definition ... See full document
7
A note on statistical convergence on time scale
... A time scale T is an arbitrary nonempty closed subset of the real numbers R. The time scale T is a complete metric space with the usual metric. We assume throughout the paper that a time scale T has the topology ... See full document
8
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 statistical Cauchy in a random 2-normed ... See full document
11
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 introduce the notion ... See full document
12
Generalized statistical convergence of difference sequences
... of statistical convergence (see Fast []) has been studied in various setups, and its various generalizations, extensions and variants have been studied by various authors so ...lacunary statistical ... See full document
5
Lacunary statistical convergence of double sequences in topological groups
... of statistical convergence, which is an extension of the usual idea of conver- gence, was introduced by Fast [] and also independently by Schoenberg [] for real and complex sequences, but rapid ... See full document
10
Wijsman Rough Lacunary Statistical Convergence on I Cesaro Triple Sequences
... rough statistical limit of a triple sequence may not unique for the Wijsman roughness degree r > ...r− statistical limit set of a triple sequence x = (x mnk ) , which is defined ... See full document
11
On complete convergence in a Banach space
... ABSTRACT: Sufficient conditions are given under which a sequence of independent random elements taking values in a Banach space satisfy the Hsu and Robbins law of large numbers.. The com[r] ... See full document
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