A new family of generating functions of binary products of bivariate complex Fibonacci polynomials and Gaussian numbers

Author:

Boughaba Souhila1,Boussayoud Ali,Saba Nabiha,Kanuri Kasi Viswanadh V.

Affiliation:

1. souhilaboughaba@gmail.com

Publisher

Tbilisi Centre for Mathematical Sciences

Reference31 articles.

1. A. Abderrezzak, Généralisation de la transformation d'Euler d'une série formelle. Adv. Math. 103, 180-195, 1994.

2. A. Boussayoud, S. Boughaba, M. Kerada, S. Araci, M. Acikgoz, Generating functions of binary products of k-fibonacci and orthogonal polynomials, Rev. R. Acad. Cienc. Exactas Fis. Nat., Ser. A Mat.113, 1579-1505, 2019.

3. A. Boussayoud, L'action de l'opérateur $\delta _{e_{1}e_{2}}^{k}$ sur la série $\sum\limits_{n\ =0}^{+\infty }S_{n}(A)e_{1}^{n}z^{n}$. (Doctoral dissertation), Mohamed Seddik \ Ben Yahia University, Jijel, Algeria (2017).

4. A. Boussayoud, R. Sahali, The application of the operator $L_{b_{1}b_{2}}^{-k}$ in the series $\sum_{j=0}^{+\infty }a_{j}b_{1}^{j}z^{j}$. J. Adv. Res. Appl. Math.7, 68-75, 2015.

5. A. Boussayoud, M. Kerada, Symmetric and generating functions, Int. Electron. J. Pure Appl. Math. 7, 195-203, 2014.

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1. INFINITE SUMS RELATED TO THE GENERALIZED FIBONACCI NUMBERS;Advances and Applications in Discrete Mathematics;2022-01-01

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