From Discrete to Continuous Dynamical Systems and Vice-versa. Application to a Neo-Austrian Representation of the Production Process.

摘要

This paper deals with the relations between the solution of dynamical systems whose equations, either discrete or continuous originate from the same model. We introduce the problem for a simple physical model : the pendulum. We discuss then a neo-Austrian representation of the production process. Finally we present a general numerical method which allows to transform a continuous problem into a discrete one.