Limit Theorems for Proportions of Balls in a Generalized Urn Scheme
Authors: Arthur WB, Ermoliev YM, Kaniovski YM
Publication Year: 1987
Reference: IIASA Working Paper WP-87-111
Abstract
In this paper the authors continue to study the process of growth modeled by urn schemes containing balls of different colors. The rate of convergence for proportions of balls to the limit state is investigated. It is shown that Gaussian as well as non-Gaussian Markov random processes may describe the asymptotic behavior.