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ON GENERALIZED STATISTICAL CONVERGENCE OF ORDER ˜? VIA IDEAL WITH RESPECT TO MODULUS FUNCTION
In this paper, we define new notions of (f, I)-statistical convergence for triple sequences of order ? and strong (f, I)-Cesàro summability for triple sequences of order ?. Furthermore, we examine the relationships among the spaces. Additionally, we present the concepts of (f, I)-lacunary statistical convergence of order ?Kişi, Ömer +4 more
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Ideal convergence characterization of the completion of linear n-normed spaces
Computers and Mathematics With Applications, 2011M Gürdal
exaly
Representation of ideal convergence as a union and intersection of matrix summability methods
Journal of Mathematical Analysis and Applications, 2020Rafał Filipow, Jacek Tryba
exaly
Sets of ideal convergence of sequences of quasi-continuous functions
Journal of Mathematical Analysis and Applications, 2015Tomasz Natkaniec
exaly
A GENERALIZED STATISTICAL CONVERGENT FUNCTIONS VIA IDEALS IN INTUITIONISTIC FUZZY NORMED SPACES
2017In the present paper, we introduce the notion of [V, lambda] (I)-summability and I-lambda,statistical convergence of a nonnegative real-valued Lebesque measurable function in the interval (1, infinity) with respect to the intuitionistic fuzzy norm (mu, v), investigate their relationship, and make some observations about these classes. We mainly examine
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Lacunary ideal convergence in intuitionistic fuzzy normed linear spaces
Computers and Mathematics With Applications, 2012Pradip Debnath
exaly

