A GENERALIZED STATISTICAL CONVERGENT FUNCTIONS VIA IDEALS IN INTUITIONISTIC FUZZY NORMED SPACES
A GENERALIZED STATISTICAL CONVERGENT FUNCTIONS VIA IDEALS IN INTUITIONISTIC FUZZY NORMED SPACES
In 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 the relation between these two new methods and also the relation between I-lambda-statistical convergence and I-statistical convergence in intuitionistic fuzzy normed space (mu, v).
WOS: 000394921000004
- Istanbul Commerce University Turkey
Intuitionistic Fuzzy, Filter, I-lambda-Statistical Convergence of Functions, I-Statistical Convergence of Function, Ideal, [V, lambda] (I)-Summability
Intuitionistic Fuzzy, Filter, I-lambda-Statistical Convergence of Functions, I-Statistical Convergence of Function, Ideal, [V, lambda] (I)-Summability
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