Recently,Professor Ismail and his collaborators have obtained many interesting results on multivariate polynomials orthogonal on the unit disk in the complex pl
I will describe the complex dynamics of solutions of the Painlevé equations in their space of initial values [5] in an asymptotic limit.This talk focusses on a
In this talk,we study the interlacing properties of zeros of para-orthogonal polynomials associated with a nontrivial probability measure supported on the unit
In this talk,we consider the logarithmic complete monotonicity of the function x→p∏i=1Γ(Aix+ax)/q∏i=1Γ(Bix+sx);where Γ stands for Eulers gamma function,Ai
A multiparametric family of tau functions that include all matrix extensions of the hypergeometric tau functions is shown to generate classes of Hurwitz numbers