In this paper, we study the concepts of Wijsman lacunary I I-invariant convergence\left (I _ σ
θ^ W\right), I σ θ W, Wijsman lacunary I^* I∗-invariant convergence\left (I _ σ θ^* W\right), I σ …

As known, difference sequences have their own characteristics. In this paper, we study the
concept of rough statistical convergence for difference sequences in a finite dimensional …

The target of the existing paper is to acquaint the new spacesBr; s1, Br; s, Br; sbp and Br;
sreg which consist of all double sequences whosebinomial-transforms are in the spaces Mu …

In the current paper, we deal with to submit the matrix domains of the 4-dimensional
binomial matrix on almost convergent and almost null double sequence spaces. Moreover …

The main object of this paper is to introduce and study a new concept of f-Wijsman lacunary
statistical convergence of sequences of sets, where f is an unbounded modulus. The …

Wijsman deferred statistical convergence and Wijsman strong deferred Cesàro convergence of
order a of sequences of sets Page 1 AIP Conference Proceedings 2334, 040012 (2021); …

In this study, we examine the concepts of outer and inner lacunary statistical convergence in
measure for sequences of fuzzy-valued measurable functions and show that both kinds of …

We define statistical Cesàro and statistical logarithmic summability methods of sequences in
intuitionistic fuzzy normed spaces (IFNS) and give slowly oscillating type and Hardy type …

We explore some convergence notions for set-convergence coming from modern
summability methods. Specifically we will see the connections between Wijsman $ f …

In this paper, we present the concept of statisticallyconvergent sequences for rough
variables. Furthermore, the relation between convergence statistically in trust and converges …