In this paper, we study the binomial transforms of the generalized (s, t) Jacobsthal matrix
sequence ℜn+ 1(s, t) n∈ N;(s, t)− Jacobsthal Jn+ 1 (s, t) n∈ N and,(s, t)− Jacobsthal Lucas …

Binomial Transform of the Generalized Pentanacci Sequence Abstract 1 Introduction and
Preliminaries Page 1 Asian Research Journal of Current Science 3(1): 209-231, 2021; Article …

In this study, we investigate a generalization of the modified Pell sequence, which is called
(s,t)-modified Pell sequence. By considering this sequence, we define the matrix sequence …

The aim of the study is to obtain new binomial transforms for the k- Narayana sequence. The
first of these is the binomial transform, which is its normal form, and in the first step, after …

In this paper, we define the binomial transform of the generalized fifth order Pell sequence
and as special cases, the binomial transform of the fifth order Pell and fifth order Pell-Lucas …

In this communication, we propose the binomial, p-binomial, rising, and falling transforms of
p-Mersenne and p-Mersenne-Lucas sequences. We additionally obtain recurrence …

In this paper, we dene the binomial transform of the generalized sixth order Pell sequence
and as special cases, the binomial transform of the sixth order Pell and sixth order Pell …

Let G=(V, E) be a graph. A subset S⊆ V is a total dominating set if every vertex in V has a
neighbor in S. A total dominating set S is said to be weak if every vertex v∈ V− S is adjacent …

In this paper, we define the binomial transform of the generalized fifth order Jacobsthal
sequence and as special cases, the binomial transform of the fifth order Jacobsthal, fifth …

In this paper, we define the binomial transform of the generalized fifth order Jacobsthal
sequence and as special cases, the binomial transform of the fifth order Jacobsthal, fifth …