Properties of generalized fifth-order Pell numbers
Y Soykan - Asian Research Journal of Mathematics, 2019 - classical.academiceprints.com
Properties of Generalized Fifth-Order Pell Numbers Abstract 1 Introduction and Preliminaries
Page 1 Asian Research Journal of Mathematics 15(3): 1-18, 2019; Article no.ARJOM.52522 ISSN …
Page 1 Asian Research Journal of Mathematics 15(3): 1-18, 2019; Article no.ARJOM.52522 ISSN …
[PDF][PDF] On the Mersenne sequence
P Catarino, H Campos, P Vasco - CM-Centro de Matemática, 2016 - repositorio.utad.pt
From Binet's formula of Mersenne sequence we get some properties for this sequence.
Mersenne, Jacobsthal and Jacobsthal-Lucas sequences are considered in order to achieve …
Mersenne, Jacobsthal and Jacobsthal-Lucas sequences are considered in order to achieve …
On a generalization of the Pell sequence
The Pell sequence $(P_n) _ {n= 0}^{\infty} $ is the second order linear recurrence defined by
$ P_n= 2P_ {n-1}+ P_ {n-2} $ with initial conditions $ P_0= 0$ and $ P_1= 1$. In this paper …
$ P_n= 2P_ {n-1}+ P_ {n-2} $ with initial conditions $ P_0= 0$ and $ P_1= 1$. In this paper …
[HTML][HTML] The Binet formula, sums and representations of generalized Fibonacci p-numbers
E Kilic - European Journal of combinatorics, 2008 - Elsevier
In this paper, we consider the generalized Fibonacci p-numbers and then we give the
generalized Binet formula, sums, combinatorial representations and generating function of …
generalized Binet formula, sums, combinatorial representations and generating function of …
[PDF][PDF] The Pell sequences in finite groups
O Deveci, E Karaduman - Util. Math, 2015 - researchgate.net
k-nacci Sequences in Minimal Non-Abelian p-Groups Page 1 Utilitas Mathematica 96(2015),
pp. 263-276 The Pell Sequences in Finite Groups Ömür DEVECİ*, Erdal KARADUMAN † …
pp. 263-276 The Pell Sequences in Finite Groups Ömür DEVECİ*, Erdal KARADUMAN † …
Common values of generalized Fibonacci and Pell sequences
A generalization of the well–known Fibonacci sequence is the ℓ-Fibonacci sequence (F m
(ℓ)) m whose first ℓ terms are 0,…, 0, 1 and each term afterwards is the sum of the preceding …
(ℓ)) m whose first ℓ terms are 0,…, 0, 1 and each term afterwards is the sum of the preceding …
[PDF][PDF] On the Padovan p-numbers
O Deveci, E Karaduman - Hacettepe Journal of Mathematics and …, 2017 - scholar.archive.org
In this paper, we define the Padovan p-numbers and then we obtain their miscellaneous
properties such as the generating matrix, the Binet formula, the generating function, the …
properties such as the generating matrix, the Binet formula, the generating function, the …
[HTML][HTML] On generalized Pell numbers of order
EVP Spreafico, M Rachidi - Trends in Computational and Applied …, 2021 - SciELO Brasil
In this paper we investigate the generalized Pell numbers of order r≥ 2 through the
properties of their related fundamental system of generalized Pell numbers. That is, the …
properties of their related fundamental system of generalized Pell numbers. That is, the …
[PDF][PDF] The generalized order-k Jacobsthal numbers
F Yilmaz, D Bozkurt - Int. J. Contemp. Math. Sciences, 2009 - academia.edu
In this paper, we consider the usual Jacobsthal numbers and defined a new sequence
which is called generalized order-k Jacobsthal sequence. Then, we investigate some …
which is called generalized order-k Jacobsthal sequence. Then, we investigate some …
Some Properties of Generalized Fibonacci Numbers: Identities, Recurrence Properties and Closed Forms of the Sum Formulas∑ nk= 0 xkWmk+ j
Y Soykan - Archives of Current Research International, 2021 - go7publish.com
In this paper, closed forms of the summation formulas∑ nk= 0 xkWmk+ j for generalized
Fibonacci numbers are presented. As special cases, we give summation formulas of …
Fibonacci numbers are presented. As special cases, we give summation formulas of …