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SYMMETRIC AND GENERATING FUNCTIONS

TitleSYMMETRIC AND GENERATING FUNCTIONS
Publication TypeJournal Article
Year of Publication2014
AuthorsBoussayoud, A, Kerada, M
JournalInternational Electronic Journal of Pure and Applied Mathematics
Volume7
Issue4
Start Page195
Date Published05/2014
Type of ArticleScientific article
ISSN1314-0744
Keywordsgenerating functions, symmetric functions, symmetric operator
Abstract

In this paper, we calculate the generating functions by using the concepts of symmetric functions. Although the methods cited in previous works are in principle constructive, we are concerned here only with the question of manipulating combinatorial objects, known as symmetric op- erators. The proposed generalized symmetric functions can be used to find explicit formulas of the Fibonacci numbers, and of the Tchebychev polynomials of first and second kinds.

URLhttp://www.e.ijpam.eu/contents/articles/201400704005.pdf
DOI10.12732/iejpam.v7i4.5
Short TitleSYMMETRIC AND GENERATING FUNCTIONS
Refereed DesignationRefereed
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