||Ordinary Differential Equations
||Linear and nonlinear differential equations. Basic existence and uniqueness theory. Analytical and numerical solution methods; asymptotic behaviour. Qualitative analysis of autonomous systems including periodic cycles and steady-states. Examples of conservative systems and dissipative systems. Modelling and applications of differential equations. Use of Maple.
||Lectures, 3 hours per week; lab/tutorial, 1 hour per week.
||MATH 1P02, 1P06 or permission of the instructor.