Solutions to the associated q-Askey-Wilson polynomial recurrence relation
Dharma P. Gupta, David R. Masson
Abstract
A contiguous relation is used to derive contiguous relations for a very-well-poised . These in turn yield solutions to the associated q-Askey-Wilson polynomial recurrence relation, expressions for the associated continued fraction, the weight function and a q-analogue of a generalized Dougall's theorem.
Create a lesson
Related papers
Characterizing higher-dimensional Hölder domains via spherical geometric functions
Emily Casey, Max Engelstein, Tatiana Toro
The second type of power mean bounds for the hypergeometric mean
Zhen-Hang Yang, Jing-Feng Tian
Spread-out Furstenberg sets II: general configurations and fractal restricted projections
Alex Cohen, Pablo Shmerkin, Hong Wang et al.
Spread-out Furstenberg sets I: the sticky case
Tuomas Orponen, Pablo Shmerkin
Hsiang cubics as spherical Chebyshev polynomials: equioscillation and idempotent quadrature
Vladimir G. Tkachev
Sharp power-weight estimates for the fractional spherical maximal operator
Riju Basak, Surjeet Singh Choudhary, Chun-Yen Shen et al.