AbstractWe give a new derivation of the fourth-order differential equation satisfied by the co-modified (orthogonal polynomials) of any semi-classical family of orthogonal polynomials.This procedure generalizes a technique already used in the co-recursive and co-dilated cases. For the classical cases we give explicitly the corresponding differential equation in a determinantal form
AbstractThe unique fourth-order differential equation satisfied by the generalized co-recursive of a...
We construct the linear differential equations of third order satisfied by the classical 2-orthogona...
We derive the fourth order q-difference equation satisfied by the first associated of the q-classica...
AbstractWe give a new derivation of the fourth-order differential equation satisfied by the co-modif...
AbstractWe factorize the fourth-order differential equations satisfied by the Laguerre–Hahn orthogon...
AbstractThe unique fourth-order differential equation satisfied by the generalized co-recursive of a...
AbstractWe derive the fourth-order difference equation satisfied by the first associated of classica...
AbstractWe derive the fourth-order q-difference equation satisfied by the co-recursive of q-classica...
AbstractBy using the second-order recurrence relation this paper gives some new results on associate...
AbstractStarting from the Dω-Riccati difference equation satisfied by the Stieltjes function of a li...
AbstractWe derive the fourth-order difference equation satisfied by the associated order r of classi...
AbstractClassical orthogonal polynomials in two variables can be characterized as the polynomial sol...
AbstractWe derive the fourth-order q-difference equation satisfied by the co-recursive of q-classica...
AbstractThe first associated (numerator polynomials) of all classical orthogonal polynomials satisfy...
In this paper we study families of semi-classical orthogonal polynomials within class one. We derive...
AbstractThe unique fourth-order differential equation satisfied by the generalized co-recursive of a...
We construct the linear differential equations of third order satisfied by the classical 2-orthogona...
We derive the fourth order q-difference equation satisfied by the first associated of the q-classica...
AbstractWe give a new derivation of the fourth-order differential equation satisfied by the co-modif...
AbstractWe factorize the fourth-order differential equations satisfied by the Laguerre–Hahn orthogon...
AbstractThe unique fourth-order differential equation satisfied by the generalized co-recursive of a...
AbstractWe derive the fourth-order difference equation satisfied by the first associated of classica...
AbstractWe derive the fourth-order q-difference equation satisfied by the co-recursive of q-classica...
AbstractBy using the second-order recurrence relation this paper gives some new results on associate...
AbstractStarting from the Dω-Riccati difference equation satisfied by the Stieltjes function of a li...
AbstractWe derive the fourth-order difference equation satisfied by the associated order r of classi...
AbstractClassical orthogonal polynomials in two variables can be characterized as the polynomial sol...
AbstractWe derive the fourth-order q-difference equation satisfied by the co-recursive of q-classica...
AbstractThe first associated (numerator polynomials) of all classical orthogonal polynomials satisfy...
In this paper we study families of semi-classical orthogonal polynomials within class one. We derive...
AbstractThe unique fourth-order differential equation satisfied by the generalized co-recursive of a...
We construct the linear differential equations of third order satisfied by the classical 2-orthogona...
We derive the fourth order q-difference equation satisfied by the first associated of the q-classica...