Course Title: Ordinary Differential Equations
Course Number: MATH 6410 - 1
Instructor: Andrejs Treibergs
Home Page: http://www.math.utah.edu/~treiberg/M6417.html
Place & Time: M, W, F, 12:55 - 1;45 in LCB 218
Office Hours: 11:45-12:45 M, W, F, in JWB 224 (tent.)
E-mail: treiberg@math.utah.edu
Prerequisites: Math 5210 or consent of instructor.
Main Text: Ordinary Differential Equations by Thomas Sideris, Atlantis Press 2013
Additional Texts:List of supplementary materials used in the course.
       Lehigh V Span (1959) by Franz Kline.


Math 6410 - 1 Syllabus, pdf.

Math 6410 - 1 Homework

     Math 6410 - 1 Slides on the Hartman-Grobman Theorem.



Home Pages of Previous Math 6410's

Math 6410 - 1 Fall 2016

Math 6410 - 1 Fall 2013

Math 6410 - 1 Fall 2012

Math 6410 - 1 Fall 2010

Math 6410 - 1 Fall 2009

Math 6410 - 1 Fall 2008

Math 6410 - 1 Fall 2002


In this first semester of a year long graduate course in differential equations, we shall focus on ordinary differential equations and dynamical systems. The second semester, Math 6420 taught by P. Bressloff, will emphasize partial differential equations. In this course, along with the Math 6420, we shall try to cover the syllabus for the qualifying exam in differential equations. Although some mathematical sophistication is required to take the course, we shall provide any background materials needed by the class.

We shall begin by following Teschl's text. We cover existence, uniqueness and continuous dependence of solutions of ordinary differential equations, stability theory, bifurcation theory and periodic solutions. Occasionally we'll refer to more advanced texts. We shall discuss as many applications as we can. Topics include (depending on time):


Last updated: 7 / 13 / 17