AbstractAn integral representation of the Askey–Wilson polynomials is presented in terms of a q-Selberg type integral. Our motivation consists in the study of q-Selberg type integrals from the viewpoint of de Rham theory or holonomic systems
summary:We study the condition on expanding an analytic several variables function in terms of produ...
summary:We study the condition on expanding an analytic several variables function in terms of produ...
Using the theory of Macdonald polynomials, a number of q-integrals of Selberg type are proved
AbstractAn integral representation of the Askey–Wilson polynomials is presented in terms of a q-Selb...
Dedicated to Richard Askey on the occasion of his 70th birthday Abstract. Using the theory of Macdon...
AbstractAn integral representation is obtained for one family of associated Askey-Wilson polynomials...
AbstractWe establish an integral representation of a right inverse of the Askey-Wilson finite differ...
We consider the tensor product V = (CN)⊕n of the vector representation of glN and its weight decompo...
We consider the tensor product V = (CN)⊕n of the vector representation of glN and its weight decompo...
A Ramanujan-type representation for the Askey-Wilson q-beta integral, admitting the transformation q...
AbstractAn integral for [Pn(α + μ,β)(x)][Pn(α + μ,β)(1)] in terms of [Pn(α,β)(y)][Pn(α,β)(1)] with a...
In this paper we evaluate a difficult integral that arose in the study of a class of differential op...
AbstractBy using Ramanujan's q-extension of the Euler integral representation for the gamma function...
AbstractWe use the Andrews–Askey integral and the Leibniz rule for the q-difference operator to give...
By using Ramanujan's q-extension of the Euler integral representation for the gamma function, we der...
summary:We study the condition on expanding an analytic several variables function in terms of produ...
summary:We study the condition on expanding an analytic several variables function in terms of produ...
Using the theory of Macdonald polynomials, a number of q-integrals of Selberg type are proved
AbstractAn integral representation of the Askey–Wilson polynomials is presented in terms of a q-Selb...
Dedicated to Richard Askey on the occasion of his 70th birthday Abstract. Using the theory of Macdon...
AbstractAn integral representation is obtained for one family of associated Askey-Wilson polynomials...
AbstractWe establish an integral representation of a right inverse of the Askey-Wilson finite differ...
We consider the tensor product V = (CN)⊕n of the vector representation of glN and its weight decompo...
We consider the tensor product V = (CN)⊕n of the vector representation of glN and its weight decompo...
A Ramanujan-type representation for the Askey-Wilson q-beta integral, admitting the transformation q...
AbstractAn integral for [Pn(α + μ,β)(x)][Pn(α + μ,β)(1)] in terms of [Pn(α,β)(y)][Pn(α,β)(1)] with a...
In this paper we evaluate a difficult integral that arose in the study of a class of differential op...
AbstractBy using Ramanujan's q-extension of the Euler integral representation for the gamma function...
AbstractWe use the Andrews–Askey integral and the Leibniz rule for the q-difference operator to give...
By using Ramanujan's q-extension of the Euler integral representation for the gamma function, we der...
summary:We study the condition on expanding an analytic several variables function in terms of produ...
summary:We study the condition on expanding an analytic several variables function in terms of produ...
Using the theory of Macdonald polynomials, a number of q-integrals of Selberg type are proved
DOI
Add to ORKG