Statistical convergence has been a prominent research area in mathematics since this concept was independently introduced by Fast and Steinhaus 1951. Afterward, the statistical of double sequences metric spaces fuzzy widely studied. The main goal present study is to introduce concepts Cauchy for intuitionistic spaces. Moreover, characterizes sequence an ordinary convergent subsequence sequence....

In this paper, using the fractional difference operator and a modulus function we introduce concepts of $({}^{}_{2}{\Delta_{\beta}^{\tilde{\alpha}}},f)-$ statistical convergence, $({}^{}_{2}{\Delta^{\tilde{\alpha}}},f)-$ Cauchy p-strongly Cesàro summability, $(0<p<\infty)$ for double sequences. We also give some inclusion relations between convergence summability $(0<p<\infty)$.

Fourier series is a well-established subject and widely applied in various fields. However, there much less work on double coefficients relation to spaces of general sequences. We understand the space as an abstract sequences examine relationships sequences: p-power summable for p = 1, 2, Hilbert Using uniform convergence sense Cesàro mean, we verify inclusion between four sequences; they are n...

Heterogeneous nuclear RNA from HeLa cells contains double-stranded regions that arise by base pairing of complementary sequences that exist as parts of the same molecule (intramolecular base pairing). When denatured, the RNA sequences that form the double-stranded regions hybridize rapidly to HeLa cell DNA, suggesting that they are transcribed from reiterated sites in the genome. The messenger ...

Abstract – The aim of this paper is to introduce and study a new concept of strong double Δ ) A ( σ convergence sequences with respect to an Orlicz function, and some properties of the resulting sequence spaces were also examined. In addition, we define the Δ ) A ( σ -statistical convergence and establish some connections between the spaces of strong double Δ ) A ( σ -convergence sequences and ...