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oaioai:dare.uva.nl:openaire_cris_publications/4b6af96d-fe2c-453c-becc-a640814a2a25

Quadratic transformations for orthogonal polynomials in one and two variables

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Publication date
1 January 2018
Publisher
Doi

    Abstract

    We discuss quadratic transformations for orthogonal polynomials in one and two variables. In the one-variable case we list many (or all) quadratic transformations between families in the Askey scheme or q-Askey scheme. In the two-variable case we focus, after some generalities, on the polynomials associated with root system BC2, i.e., BC2-type Jacobi polynomials if q=1 and Koornwinder polynomials in two variables in the q-case

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    International Migration, Integration and Social Cohesion online publications

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    Last time updated on 08/03/2023

    This paper was published in International Migration, Integration and Social Cohesion online publications.

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