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Spring 2021 Applied Mathematics E4101 section 001
APPL MATH III:DYNAMICAL SYSTMS
APPL MATH III:DYNAMICAL S

Call Number 12873
Day & Time
Location
TR 10:10am-11:25am
1024 Seeley W. Mudd Building
Points 3
Grading Mode Standard
Approvals Required None
Instructor Amir Sagiv
Type LECTURE
Method of Instruction Hybrid
Course Description Prerequisites: (APMA E2101) and (APMA E3101) An introduction to the analytic and geometric theory of dynamical systems; basic existence, uniqueness and parameter dependence of solutions to ordinary differential equations; constant coefficient and parametrically forced systems; Fundamental solutions; resonance; limit points, limit cycles and classification of flows in the plane (Poincare-Bendixson Therem); conservative and dissipative systems; linear and nonlinear stability analysis of equilibria and periodic solutions; stable and unstable manifolds; bifurcations, e.g. Andronov-Hopf; sensitive dependence and chaotic dynamics; selected applications.
Web Site Vergil
Department Applied Physics and Applied Mathematics
Enrollment 83 students (100 max) as of 8:02AM Sunday, February 28, 2021
Subject Applied Mathematics
Number E4101
Section 001
Division School of Engineering and Applied Science: Graduate
Campus Morningside
Section key 20211APMA4101E001

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SIS update 02/28/21 08:02    web update 02/28/21 09:35