Course Announcement

Math 6410 - Ordinary Differential Equations

Time: 12:55-1:45 MWF

Place: LCB 323

Course Description:

In this course, we discuss the first nine chapters of the


  • Gerald Teschl, Ordinary Differential Equations and Dynamical Systems (AMS 2012)
  • Other References:

  • D. G. Schaeffer and J. W. Cain, Ordinary Differential Equations: Basics and Beyond, Springer, 2016.
  • Homework assignments will be posted and updated regularly at this .pdf file, and the solution to previous exercises will be posted here.

    Additional Notes: (added as needed)

    A sample Matlab code to solve an ode sample_ODE_solver.m.

    A sample Maple code to find periodic solutions of Mathieu's equation near delta = 4 maple_mathieu_d4.mpl.

    A sample Maple code to find power series solutions of the differential equation w'+w^2=z is in series_solns_of_DEs.mpl.

    For more information contact J. Keener, 1-6089