J. Rodal

most citedOn factorization of

q

-difference equation for continuous

q

-ultraspherical polynomials

3 citations · 3 across the 2 of their papers we have counts for

collaborators

2 papers

math.CA2013

Linear partial $q$ -difference equations on $q$ -linear lattices and their bivariate $q$ -orthogonal polynomial solutions

I. Area, N. Atakishiyev, E. Godoy +1

Orthogonal polynomial solutions of an admissible potentially self-adjoint linear second-order partial $q$ -difference equation of the hypergeometric type in two variables on $q$ -lin…

math.CA2007★ 3 cited

On factorization of $q$ -difference equation for continuous $q$ -ultraspherical polynomials

I. Area, M. K. Atakishiyeva, J. Rodal

We prove that a customary Sturm-Liouville form of second-order $q$ -difference equation for the continuous $q$ -ultraspherical polynomials $C_{n} (x; β ∣ q)$ of Rogers can be written in a…

Linear partial q-difference equations on q-linear lattices and their bivariate q-orthogonal polynomial solutions

On factorization of q-difference equation for continuous q-ultraspherical polynomials

Linear partial $q$ -difference equations on $q$ -linear lattices and their bivariate $q$ -orthogonal polynomial solutions

On factorization of $q$ -difference equation for continuous $q$ -ultraspherical polynomials