WOS:000665848000017We give several identities about Fibonacci and Lucas hybrid numbers. We introduce the Fibonacci and Lucas hybrid numbers with negative subscripts. We obtain different Cassini identities for the conjugate of the Fibonacci and Lucas hybrid numbers by two different determinant definitions of a hybrid square matrix (whose entries are hybrid numbers)
We use the sum property for determinants of matrices to give a three-stage proof of an identity invo...
In this paper we obtain some formulae for several sums of generalized Fibonacci numbers U-n and gene...
Cassini’s formula and Catalan’s formula are two results from the theory of Fibonacci numbers. This ...
In the paper, we define the q-Fibonacci hybrid numbers and the q-Lucas hybrid numbers, respectively....
In this paper, we consider the k-Jacobsthal and k-Jacobsthal-Lucas hybrid numbers. We obtain the Bin...
Yüksek Lisans TeziKompleks, hiperbolik ve dual sayıları içeren değişmeli olmayan bir halka olan Hybr...
We obtain some new formulas for the Fibonacci and Lucas p-numbers, by using the symmetric infinite m...
In this study, we define the dual complex Fibonacci and Lucas numbers. We give the generating functi...
The aim of this study is to introduce the Pentanacci and Pentanacci-Lucas hybrid numbers. Then, some...
Neste trabalho, exploramos os números de Fibonacci e de Lucas. A maioria dos resultados históricos s...
Lucas proved in 1876 several identities for Fibonacci numbers. We give elementary and short proofs o...
Fibonacci numbers, Fibonacci polynomials in one variable, namely Catalan polynomials and Jacobsthal ...
In this study we define and study the Gaussian Jacobsthal and Gaussian Jacobsthal Lucas numbers. We ...
In this study we define and study the Gaussian Jacob-sthal and Gaussian Jacobsthal Lucas numbers. We...
It is known that the hybrid numbers are generalizations of complex, hyperbolic and dual numbers. Rec...
We use the sum property for determinants of matrices to give a three-stage proof of an identity invo...
In this paper we obtain some formulae for several sums of generalized Fibonacci numbers U-n and gene...
Cassini’s formula and Catalan’s formula are two results from the theory of Fibonacci numbers. This ...
In the paper, we define the q-Fibonacci hybrid numbers and the q-Lucas hybrid numbers, respectively....
In this paper, we consider the k-Jacobsthal and k-Jacobsthal-Lucas hybrid numbers. We obtain the Bin...
Yüksek Lisans TeziKompleks, hiperbolik ve dual sayıları içeren değişmeli olmayan bir halka olan Hybr...
We obtain some new formulas for the Fibonacci and Lucas p-numbers, by using the symmetric infinite m...
In this study, we define the dual complex Fibonacci and Lucas numbers. We give the generating functi...
The aim of this study is to introduce the Pentanacci and Pentanacci-Lucas hybrid numbers. Then, some...
Neste trabalho, exploramos os números de Fibonacci e de Lucas. A maioria dos resultados históricos s...
Lucas proved in 1876 several identities for Fibonacci numbers. We give elementary and short proofs o...
Fibonacci numbers, Fibonacci polynomials in one variable, namely Catalan polynomials and Jacobsthal ...
In this study we define and study the Gaussian Jacobsthal and Gaussian Jacobsthal Lucas numbers. We ...
In this study we define and study the Gaussian Jacob-sthal and Gaussian Jacobsthal Lucas numbers. We...
It is known that the hybrid numbers are generalizations of complex, hyperbolic and dual numbers. Rec...
We use the sum property for determinants of matrices to give a three-stage proof of an identity invo...
In this paper we obtain some formulae for several sums of generalized Fibonacci numbers U-n and gene...
Cassini’s formula and Catalan’s formula are two results from the theory of Fibonacci numbers. This ...