Journal article
On structure formulas for Wilson polynomials
Publication Details
Authors: | Njionou Sadjang, P.; Koepf, W.; Foupouagnigni, M. |
Publication year: | 2015 |
Journal: | Integral Transforms and Special Functions |
Pages range : | 1000-1014 |
Volume number: | 26 |
ISSN: | 1065-2469 |
DOI-Link der Erstveröffentlichung: |
Abstract
By studying various properties of some divided difference operators, we prove that Wilson polynomials are solutions of a second order difference equation of hypergeometric type. Next, some new structure relations are deduced, the inversion and the connection problems are solved using an algorithmic method.
By studying various properties of some divided difference operators, we prove that Wilson polynomials are solutions of a second order difference equation of hypergeometric type. Next, some new structure relations are deduced, the inversion and the connection problems are solved using an algorithmic method.
