MATH 5173 - Ordinary Differential Equations

Existence and uniqueness theorems for initial value problems; continuous dependence of solutions on initial values and right hand sides; linear differential equations in R2 and Rn; nonlinear differential equations in R2 and Rn: phase portraits, singularities, cycles; invariant manifolds; linearization; singularities of planar systems; Lyapunov stability; examples: van der Pol oscillator, Liénard systems, Volterra-Lotka equations.

Credit Hours: (3)
Prerequisite(s): MATH 2171 and MATH 3142, or permission of department.
Most Recently Offered (Day): Spring 2020, Spring 2019, Spring 2018
Most Recently Offered (Evening): Course has not been offered at this time in the past 3 years

Schedule of Classes