We introduce new Banach spaces eα, β 0 (q) and eα, β c (q) defined as the domain of generalized q-Euler matrix Eα, β (q) in the spaces c0 and c, respectively. Some topological …
T Yaying, MI Kara - Korean Journal of Mathematics, 2021 - koreascience.kr
In this article we introduce tribonacci sequence spaces c0 (T) and c (T) derived by the domain of a newly defined regular tribonacci matrix T. We give some topological properties …
TAJA YAYING1, BIPAN HAZARIKA2 AND FEYZI BASAR3∗ Abstract. In this study, we construct the q-analog P (q) of Pascal matrix and study the sequence spaces c (P (q)) and c0 …
T Yaying - Kragujevac Journal of Mathematics, 2022 - researchgate.net
176 T. YAYING spaces of absolutely summable, convergent series and bounded series, respectively. The space l1 is normed by∑ k| xk| and the spaces cs and bs are normed by …
MC Dağlı, T Yaying - Acta Scientiarum Mathematicarum, 2023 - Springer
In this paper, we introduce the Fibonomial sequence spaces b 0 r, s, F and bcr, s, F and show that these are linearly isomorphic to the spaces c 0 and c, respectively. In addition, we …
In this paper, we introduce Padovan difference sequence spaces of fractional-order α, ℓ p (P ̃ (α))(1≤ p≤∞) by the composition of the fractional-order difference operator Δ (α) and the …
T Yaying, F Başar - Rocky Mountain Journal of Mathematics, 2022 - projecteuclid.org
Abstract We introduce Lambda–Pascal sequence spaces ℓ q (G), c 0 (G), c (G) and ℓ∞(G) generated by the matrix G which is obtained by the product of Pascal matrix and Λ-matrix. It …
T Yaying - Mathematica Slovaca, 2021 - degruyter.com
In this article we introduce paranormed Nörlund difference sequence space of fractional order α, Nt (p, Δ (α)) defined by the composition of fractional difference operator Δ (α) …
The incomplete gamma function Γ (a, u) is defined by Γ (a, u)=∫ u∞ ta− 1 e− tdt, where u> 0. Using the incomplete gamma function, we define a new Poisson like regular matrix P …