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This upper level course provides an introduction to the theory, solution and application of ordinary differential equations. Topics discussed in the course include methods of solving first-order differential equations, higher-order differential equations, modeling with first-order and higher-order differential equations, series solution of linear equations, systems of linear first order differential equations, and numerical solutions of ordinary differential equations. Applications of differential equations in physics, biology, and economics are presented.
The primary audience for this course is students who wish to concentrate in either mathematics or applied mathematics. Students concentrating in a tangentially related field, such as physics, may also be interested in this course.
Prior to enrolling in this course, students should be fluent in differential and integral Calculus as would be acquired in the first two courses of a three or four course sequence of Calculus.
This online course is offered through Online Learning. You can take this as an individual course or as part of an online degree program, with term starts in March, May, September, November and January. View current term offerings and all online courses. Click here to register for online courses.
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Term(s) Offered (Subject to Change) : Spring 1. Fall 1.
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