Dynamical Systems (DS)

This course provides knowledge about the dynamic behavior of systems in the form of ordinary differential equations, both linear and non-linear by conducting stability analysis and system bifurcation. It also includes discussion of orbital analysis, phase portraits, fixed points, periodic solutions, and manifold invariants. Furthermore, problems are given as practice material in constructing and making simulations to solve problems mathematically. Some examples of relevant applications in defense are also given to understand the application of the concepts learned so as to foster creativity and reasoning in students for solving problems.

You can download this lecture file here. For more information, don't hesitate to contact my email.

References:

• M.W. Hirsch, S. Smale, and R.L. Devaney. 2013. Differential Equations, Dynamical Systems, and An Introduction to Chaos. Elsevier.
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