Ergodic properties of a method of numerical simulation of chaotic dynamical systems
The author studies the influence of the discretization on the spaces under properties of chaotic dynamical systems. For this, he presents a new method of numerical manifolds based on the idea of the introduction of supplementary special stochastic perturbations on ``numerical lattice'' and investigates ergodic properties on the example of many dimensional piecewise expanding mappings.
scientific article; zbMATH DE number 4147165
scientific article