Results 221 to 230 of about 35,837 (258)

An Investigation on µ-Deferred Triple Ideal Statistically Convergent Sequences in Credibility Space

Proceedings of the National Academy of Sciences, India Section A: Physical Sciences
The primary objective of this paper is to explore various forms of deferred convergence for triple sequences of fuzzy variables (FV), incorporating the concepts of ideal convergence and mu -density. We also establish a number of instances to illustrate our definitions.
Binod Chandra Tripathy, Ömer Kişi, Mehmet Gürdal   +2 more
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Double Lacunary Statistical Convergence of Weight $$\nu $$ via Ideal in Topological Groups

2020
In (Savas in Commun Math Appl 9(3):265–275, 2018 [34]), Savas has defined double statistical convergence of order \(\alpha \) in topological groups. In this paper, we study the concepts of \(\mathcal {I}\)-double statistical convergence of weight \(\nu \) and \(\mathcal {I_\theta }\)-double statistical convergence of weight \(\nu \).
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Some generalized statistical convergent sequence spaces of fuzzy numbers via ideals

Mathematical Sciences Letters, 2013
In this article we introduce the sequence spaces F c I(S) and F c I(S) 0 of fuzzy numbers defined by I-statistical convergence using a difference operator. We study some basic topological and algebraic properties of these spaces. We also investigate the relations related to this spaces and some of their properties viz.
Shyamal Debnath, Jayanta Debnath
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Rough Lacunary Ideal Statistical Convergence of Double Sequences on Random n‐Normed Spaces

Mathematical Methods in the Applied Sciences
ABSTRACTThe article explains and analyzes the conception of rough lacunary ideal statistical convergence on random ‐normed spaces for double sequences. The geometrical and topological results of rough lacunary ideal statistical limit points, rough lacunary ideal cluster points, and rough lacunary ideal boundedness are considered on these spaces ...
Reena Antal, Rachit Manchanda, Manjunatha R., Nilesh Bhosle, Jasgurpreet Singh Chohan, P. Mallikarjuna Rao, Umesh Bhardwaj, Rishabh Thakur, Mohamed Yusuf   +8 more
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Double ideal lacunary statistical convergence in topological groups

2020
In this paper, we introduce new notion, namely, I-la-cunary double statistical convergence in topological groups . We also investigate some inclusion relations between I-double statistical and I-lacunary double statistical convergence. © 2018 Advanced Studies in Contemporary Mathematics (Kyungshang). All rights reserved.
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Double Lacunary Statistical Convergence of Order alpha in Topological Groups via Ideal

2020
Recently, I-lacunary double statistical convergence in topological groups is presented by Savas [31]. In this paper, we extend the concepts of I-double statistical convergence and I-double lacunary statistical convergence to the concepts of I-double statistical convergence and I-double lacunary statistical convergence of order alpha, 0 < alpha
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A generalized statistical convergence via ideals in 2-normed spaces

2019
[Abstract Not Available]
Kişi, Ömer, Kişi, Ömer
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EXPLORING STATISTICAL CONVERGENCE VIA IDEALS IN METRIC-LIKE SPACES

This work defines and examines the concepts of I-statistical convergence and I-statistical Cauchyness for sequences in a metric-like space. We also examine the I-statistical limit points and cluster points of these sequences, exploring their fundamental properties and the relationships between the sets of all I-statistical limit and cluster points in ...
Gürdal, Mehmet, Kı?şı?, Ömer
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Wijsman and Wijsman regularly triple ideal convergence sequences of sets

Scientific African, 2022
CARLOS Granados, Bright Osu
exaly  

Ideal statistical convergence of sequence in function space over non-Archimedean fields

AIP Conference Proceedings, 2022
R. Sakthipriya, K. Suja
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