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Graduate Record 2006-2007 [ARCHIVED RECORD]
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MATH 525 - Advanced Ordinary Differential Equations Studies the qualitative geometrical theory of ordinary differential equations. Includes basic well posedness; linear systems and periodic systems; stability theory; perturbation of linear systems; center manifold theorem; periodic solutions and Poincaré-Bendixson theory; Hopf bifurcation; introduction to chaotic dynamics; control theoretic questions; differential geometric methods. (IR)
Prerequisites & Notes Prerequisite: MATH 231, 325, 351 or instructor permission.
Credits: 3
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