Complete homogeneous symmetric functions of Gauss Fibonacci polynomials and bivariate Pell polynomials
In this paper, we introduce a symmetric function in order to derive a new generating functions of bivariate Pell Lucas polynomials. We define complete homogeneous symmetric functions and give generating functions for Gauss Fibonacci polynomials, Gauss Lucas polynomials, bivariate Fibonacci polynomia...
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20200501

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doaj22c43f9eafe14a4b96fa21d29493d58420210109T14:18:54ZengPtolemy Scientific Research PressOpen Journal of Mathematical Sciences2616490625230212202005014117918510.30538/oms2020.0108Complete homogeneous symmetric functions of Gauss Fibonacci polynomials and bivariate Pell polynomialsNabiha Saba0Ali Boussayoud1LMAM Laboratory and Department of Mathematics, Mohamed Seddik Ben Yahia University, Jijel, Algeria.LMAM Laboratory and Department of Mathematics, Mohamed Seddik Ben Yahia University, Jijel, Algeria.In this paper, we introduce a symmetric function in order to derive a new generating functions of bivariate Pell Lucas polynomials. We define complete homogeneous symmetric functions and give generating functions for Gauss Fibonacci polynomials, Gauss Lucas polynomials, bivariate Fibonacci polynomials, bivariate Lucas polynomials, bivariate Jacobsthal polynomials and bivariate Jacobsthal Lucas polynomials.https://pisrt.org/psrpress/journals/omsvol42020/completehomogeneoussymmetricfunctionsofgaussfibonaccipolynomialsandbivariatepellpolynomials/symmetric functionsgenerating functionsgauss fibonacci polynomialsbivariate pell polynomials 
collection 
DOAJ 
language 
English 
format 
Article 
sources 
DOAJ 
author 
Nabiha Saba Ali Boussayoud 
spellingShingle 
Nabiha Saba Ali Boussayoud Complete homogeneous symmetric functions of Gauss Fibonacci polynomials and bivariate Pell polynomials Open Journal of Mathematical Sciences symmetric functions generating functions gauss fibonacci polynomials bivariate pell polynomials 
author_facet 
Nabiha Saba Ali Boussayoud 
author_sort 
Nabiha Saba 
title 
Complete homogeneous symmetric functions of Gauss Fibonacci polynomials and bivariate Pell polynomials 
title_short 
Complete homogeneous symmetric functions of Gauss Fibonacci polynomials and bivariate Pell polynomials 
title_full 
Complete homogeneous symmetric functions of Gauss Fibonacci polynomials and bivariate Pell polynomials 
title_fullStr 
Complete homogeneous symmetric functions of Gauss Fibonacci polynomials and bivariate Pell polynomials 
title_full_unstemmed 
Complete homogeneous symmetric functions of Gauss Fibonacci polynomials and bivariate Pell polynomials 
title_sort 
complete homogeneous symmetric functions of gauss fibonacci polynomials and bivariate pell polynomials 
publisher 
Ptolemy Scientific Research Press 
series 
Open Journal of Mathematical Sciences 
issn 
26164906 25230212 
publishDate 
20200501 
description 
In this paper, we introduce a symmetric function in order to derive a new generating functions of bivariate Pell Lucas polynomials. We define complete homogeneous symmetric functions and give generating functions for Gauss Fibonacci polynomials, Gauss Lucas polynomials, bivariate Fibonacci polynomials, bivariate Lucas polynomials, bivariate
Jacobsthal polynomials and bivariate Jacobsthal Lucas polynomials. 
topic 
symmetric functions generating functions gauss fibonacci polynomials bivariate pell polynomials 
url 
https://pisrt.org/psrpress/journals/omsvol42020/completehomogeneoussymmetricfunctionsofgaussfibonaccipolynomialsandbivariatepellpolynomials/ 
work_keys_str_mv 
AT nabihasaba completehomogeneoussymmetricfunctionsofgaussfibonaccipolynomialsandbivariatepellpolynomials AT aliboussayoud completehomogeneoussymmetricfunctionsofgaussfibonaccipolynomialsandbivariatepellpolynomials 
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