Stochastic perturbation of dynamical systems: The weak convergence of measures
This paper considers the effect of general types of random perturbations on the asymptotic behaviour of discrete time dynamical systems. These perturbations do not have to have a density. With the assumption of a mild average contractive property, the authors prove weak convergence of the sequence of distributions to a unique stationary measure.
scientific article; zbMATH DE number 4095363