Special functions and q-series are currently very active areas of research which overlap with many other areas of mathematics, such as representation theory, classical and quantum groups, affine Lie algebras, number theory, harmonic analysis, and mathematical physics. This book presents the state-of-the-art of the subject and its applications.
Integral representations of quasi hypergeometric functions, K. Aomoto; generating functions associated with dihedral groups, C.F. Dunkl; some relations for partitions into four squares, M.D. Hirschhorn and J.A. Sellers; on a nonlinear recurrence related to Nevai polynomials, D. Kaminski; the Brahmagupta matrix and its applications to tiling, R. Rangarajan and E.R. Suryanarayan; solitons and coulomb plasmas, similarity reductions and special functions, V.P. Spiridonov; orthogonal polynomials and their asymptotic behaviour, R. Wong; a product formula for Jacobi polynomials, Y. Xu. (Part contents)