MATH 4120 - Ordinary Differential Equations (3) Existence and uniqueness of solutions, phase plane analysis, continuous dependence on data, stability by Lyapunov’s methods, matrix exponentials, periodic solutions, invariance principle, Poincare-Bendixson theorem, applications.
PREREQUISITE: MATH 2120 with a minimum grade of C- and MATH 3242 with a minimum grade of C-; or permission of instructor.
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