Publication date
January 2005
DOI Publisher
Springer Science and Business Media LLC ISSN
1382-4090 Citation count (estimate)
29Abstract
Using the theory of Macdonald polynomials, a number of q-integrals of Selberg type are proved
Using the theory of Macdonald polynomials, a number of q-integrals of Selberg type are proved
A set of recursive relations satisfied by Selberg-type integrals involving monomial symmetric polyno...
In a recent paper Richards and Zheng compute the determinant of a matrix whose entries are given by ...
11 pagesIn this paper, we describe a general method for computing Selberg-like integrals based on a ...
Dedicated to Richard Askey on the occasion of his 70th birthday Abstract. Using the theory of Macdon...
A new q-binomial theorem for Macdonald polynomials is employed to prove an A analogue of the celebra...
Abstract. Using an extension of the well-known evaluation symmetry, a new Cauchy-type identity for M...
AbstractUsing an extension of the well-known evaluation symmetry, a new Cauchy-type identity for Mac...
AbstractAn integral representation of the Askey–Wilson polynomials is presented in terms of a q-Selb...
It has been remarked that a fair measure of the impact of Atle Selberg’s work is the number of mathe...
Abstract. It has been remarked that a fair measure of the impact of Atle Sel-berg’s work is the numb...
Abstract. It has been remarked that a fair measure of the impact of Atle Sel-berg’s work is the numb...
AbstractWe establish an Aomoto-type extension of Askey's last conjectured Selberg q-integral, which ...
AbstractWe use the Andrews–Askey integral and the Leibniz rule for the q-difference operator to give...
By applying an integral representation for qk2, we systematically derive a large number of new Fouri...
AbstractAn integral representation of the Askey–Wilson polynomials is presented in terms of a q-Selb...
A set of recursive relations satisfied by Selberg-type integrals involving monomial symmetric polyno...
In a recent paper Richards and Zheng compute the determinant of a matrix whose entries are given by ...
11 pagesIn this paper, we describe a general method for computing Selberg-like integrals based on a ...
Dedicated to Richard Askey on the occasion of his 70th birthday Abstract. Using the theory of Macdon...
A new q-binomial theorem for Macdonald polynomials is employed to prove an A analogue of the celebra...
Abstract. Using an extension of the well-known evaluation symmetry, a new Cauchy-type identity for M...
AbstractUsing an extension of the well-known evaluation symmetry, a new Cauchy-type identity for Mac...
AbstractAn integral representation of the Askey–Wilson polynomials is presented in terms of a q-Selb...
It has been remarked that a fair measure of the impact of Atle Selberg’s work is the number of mathe...
Abstract. It has been remarked that a fair measure of the impact of Atle Sel-berg’s work is the numb...
Abstract. It has been remarked that a fair measure of the impact of Atle Sel-berg’s work is the numb...
AbstractWe establish an Aomoto-type extension of Askey's last conjectured Selberg q-integral, which ...
AbstractWe use the Andrews–Askey integral and the Leibniz rule for the q-difference operator to give...
By applying an integral representation for qk2, we systematically derive a large number of new Fouri...
AbstractAn integral representation of the Askey–Wilson polynomials is presented in terms of a q-Selb...
A set of recursive relations satisfied by Selberg-type integrals involving monomial symmetric polyno...
In a recent paper Richards and Zheng compute the determinant of a matrix whose entries are given by ...
11 pagesIn this paper, we describe a general method for computing Selberg-like integrals based on a ...
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