Javascript must be enabled to continue!
Jacobsthal Representation Hybrinomials
View through CrossRef
Abstract
Jacobsthal numbers are a special case of numbers defined recursively by the second order linear relation and for these reasons they are also named as numbers of the Fibonacci type. They have many interpretations, representations and applications in distinct areas of mathematics. In this paper we present the Jacobsthal representation hybrinomials, i.e. polynomials, which are a generalization of Jacobsthal hybrid numbers.
Walter de Gruyter GmbH
Title: Jacobsthal Representation Hybrinomials
Description:
Abstract
Jacobsthal numbers are a special case of numbers defined recursively by the second order linear relation and for these reasons they are also named as numbers of the Fibonacci type.
They have many interpretations, representations and applications in distinct areas of mathematics.
In this paper we present the Jacobsthal representation hybrinomials, i.
e.
polynomials, which are a generalization of Jacobsthal hybrid numbers.
Related Results
HYPER-LEONARDO HYBRINOMIALS
HYPER-LEONARDO HYBRINOMIALS
The aim of this paper is to define hyper-Leonardo hybrinomials as a generalization of the Leonardo Pisano hybrinomials and to examine some of their properties such as the recurrenc...
The Third Order Jacobsthal Octonions: Some Combinatorial Properties
The Third Order Jacobsthal Octonions: Some Combinatorial Properties
Abstract
Various families of octonion number sequences (such as Fibonacci octonion, Pell octonion and Jacobsthal octonion) have been established by a number of au...
THE BIVARIATE HORADAM POLYNOMIALS AND HYBRINOMIALS
THE BIVARIATE HORADAM POLYNOMIALS AND HYBRINOMIALS
In this paper, we define the Horadam polynomials and hybrinomials with
two variables x and y; called the bivariate Horadam polynomials and
hybrinomials, respectively. Also, we obta...
Some results on dual third-order Jacobsthal quaternions
Some results on dual third-order Jacobsthal quaternions
Dual Fibonacci and dual Lucas numbers are defined with dual Fibonacci and
Lucas quaternions in Nurkan and G?ven [14]. In this study, we define the
dual third-order Jacobsthal...
The first study of the Jacobsthal-Mulatu Numbers
The first study of the Jacobsthal-Mulatu Numbers
The aim of this study is to find a sequence of Jacobsthal-type numbers, which we will denote by {JMn}n≥0 and name as the sequence of Jacobsthal-Mulatu, such that each term of the J...
QUADRA FIBONA-PELL HYBRID NUMBERS AND HYBRINOMIALS
QUADRA FIBONA-PELL HYBRID NUMBERS AND HYBRINOMIALS
In this paper, we define quadra Fibona-Pell hybrid numbers by using the definition of hybrid numbers. After that, we introduce quadra Fibona-Pell hybrinomials and investigate some ...
Dual third-order Jacobsthal quaternions
Dual third-order Jacobsthal quaternions
In 2016, Yüce and Torunbalcı Aydın (18) defined dual Fibonacci quaternions. In this paper, we defined the dual third-order Jacobsthal quaternions and dual third-order Jacobsthal-Lu...
On fourth-order jacobsthal quaternions
On fourth-order jacobsthal quaternions
In this paper, we present for the first time a sequence of quaternions of order 4 that we will call the fourth-order Jacobsthal and the fourth-order Jacobsthal-Lucas quaternions. I...

