Discrete-Time Dynamical Systems - Math Modelling | Lecture 13

In the previous few lectures we were introduced to dynamical systems, all of which took time to be a continuous independent variable. In this lecture we introduce the concept of discrete-time models. We discuss the general formulation of discrete-time dynamical systems, what they mean and where they might come from, while also focusing on some examples for illustration. In particular, we show that the Fibonacci numbers can interpreted as a discrete-time model.

This course is taught by Jason Bramburger for Concordia University.

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