MATH 631
Dynamical Systems
Rochester Institute of Technology · UGRD · Fall 2026
1 section
Catalog description
This course is a study of dynamical systems theory. Basic definitions of dynamical systems are followed by a study of maps and time series. Stability theory of solutions of differential equations is studied. Asymptotic behavior of solutions is investigated through limit sets, attractors, Poincaré–Bendixson theory, and index theory. The notion of local bifurcation is introduced and investigated. Chaotic systems are studied.
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001
Availability not recently verifiedClass #rochester_2-MATH631Fall 2026UGRD3 credits
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