Add to ORKGVan Diejen, J.F. Instituto de Matemática y Física, Universidad de Talca, Casilla 747, Talca, Chile.We introduce new Selberg-type multidimensional integrals built of Ruijsenaars' elliptic gamma functions. We show that the vanishing of our integrals for a specific parameter hypersurface implies closed evaluation formulas valid for the full parameter space. The resulting integration formulas contain the Macdonald-Morris constant term identities for nonreduced root systems as special limiting cases
Abstract. It has been remarked that a fair measure of the impact of Atle Sel-berg’s work is the numb...
Using the theory of Macdonald polynomials, a number of q-integrals of Selberg type are proved
Epstein-Hubbell [L.F. Epstein, J.H. Hubbell, Evaluation of a generalized elliptic-type integral, J. ...
Van Diejen, J.F. Instituto de Matemática y Física, Universidad de Talca, Casilla 747, Talca, Chile.I...
In math.QA/0309252, the author proved a number of multivariate elliptic hypergeometric inte...
In math.QA/0309252, the author proved a number of multivariate elliptic hypergeometric inte...
AbstractSeveral methods of evaluation are presented for a family {In,d,p} of Selberg-like integrals ...
AbstractUsing an extension of the well-known evaluation symmetry, a new Cauchy-type identity for Mac...
Abstract. Using an extension of the well-known evaluation symmetry, a new Cauchy-type identity for M...
In this article we consider the elliptic Selberg integral, which is a BC_n symmetric multivariate ex...
In this article we consider the elliptic Selberg integral, which is a BC_n symmetric multivariate ex...
In this article we consider the elliptic Selberg integral, which is a BC_n symmetric multivariate ex...
It has been remarked that a fair measure of the impact of Atle Selberg’s work is the number of mathe...
In Ann. Math., to appear, 2008, the author proved a number of multivariate elliptic hypergeometric i...
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...
Using the theory of Macdonald polynomials, a number of q-integrals of Selberg type are proved
Epstein-Hubbell [L.F. Epstein, J.H. Hubbell, Evaluation of a generalized elliptic-type integral, J. ...
Van Diejen, J.F. Instituto de Matemática y Física, Universidad de Talca, Casilla 747, Talca, Chile.I...
In math.QA/0309252, the author proved a number of multivariate elliptic hypergeometric inte...
In math.QA/0309252, the author proved a number of multivariate elliptic hypergeometric inte...
AbstractSeveral methods of evaluation are presented for a family {In,d,p} of Selberg-like integrals ...
AbstractUsing an extension of the well-known evaluation symmetry, a new Cauchy-type identity for Mac...
Abstract. Using an extension of the well-known evaluation symmetry, a new Cauchy-type identity for M...
In this article we consider the elliptic Selberg integral, which is a BC_n symmetric multivariate ex...
In this article we consider the elliptic Selberg integral, which is a BC_n symmetric multivariate ex...
In this article we consider the elliptic Selberg integral, which is a BC_n symmetric multivariate ex...
It has been remarked that a fair measure of the impact of Atle Selberg’s work is the number of mathe...
In Ann. Math., to appear, 2008, the author proved a number of multivariate elliptic hypergeometric i...
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...
Using the theory of Macdonald polynomials, a number of q-integrals of Selberg type are proved
Epstein-Hubbell [L.F. Epstein, J.H. Hubbell, Evaluation of a generalized elliptic-type integral, J. ...