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This programme is a full-time programme by course work and thesis writing.
The admission requirements are as follows:
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A bachelor’s degree from a recognised university with at least Second Class Lower division.
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Holders of Professional qualification such as IHRMP, ICA, ACCA and CIMA plus two years post qualification work experience can apply.
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The course offers an introduction to Dynamical Systems from an applied and practical point of view. It will offer students the opportunity to learn how to compute the behaviour of differential equations as parameters varies. Topics include: linear dynamical systems and their stability, Routh-Hurwitz conditions, autonomous Systems, non-linear dynamical systems, equilibrium points and their stability, almost linear systems, phase plane analysis: direction fields and phase portraits, Lyapunov stability (simple and damped pendulum), periodic solutions, limit cycles, bifurcation theory, chaos and attractions.
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