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CAAM 435: Dynamical Systems - Theory and Computation
Existence and uniqueness for solutions of ordinary differential equations and difference equations, linear systems, nonlinear systems, stability, periodic solutions, bifurcation theory. Theory and theoretical examples are complemented by computational, model driven examples from biological and physical sciences. Prerequisites: CAAM 210, MATH 212, (CAAM 335 or MATH 355), Corequisite: (CAAM 401 or MATH 321), or permission of instructor. Project Details Sample Posters (see Cain website for more insight) Powerpoint Example (Metabolic Engineering) Powerpoint Example (Neuro) TeX Example (no pictures - hit return key while compiling to see output w/o pictures) PDF of TeX sample w/o pictures Syllabus Homework |
Lorenz Strange Attractor
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