Mathematics 333

Differential Equations with Matrix Theory


Instructor: Stefan Geschke
E-mail: geschke at math.boisestate.edu
Office: MG 236C
Office Hours: MTWF 11.40-12.30 and by appointment.

Lecture:

MTWF 2:40-3:30 in MG 108

Lectures are optional. Attendance will not be taken. Students are, however, responsible for any material or information presented in lectures which is not available from other sources.


Grading

Homework Assignments 20%
3 Exams 15% each
1 Final Exam 35%

Exams

Exam dates are September 22, October 27, and December 1. The final is December 11 at 3:30 in the classroom.

The final exams are scheduled so that conflicts are avoided. This does not mean that students cannot have multiple exams on the same day.

No books, notes, or calculators are allowed on the exams. Nothing more than a pen or pencil and some paper.


Syllabi

Generic Syllabus

Specific Syllabus

The text for this course Differential Equations (A Modeling Perspective) by Borrelli and Coleman

Students will be required to use a computer as a solver for differential equations. Students are strongly encouraged to use Maple for this purpose, and take advantage of the computers in the Department. Many homework assignments will require plots, some of them complicated, and students must use a computer to plot these.

The course will cover chapters 1 through 6 and some additional material on linear algebra, plus additional topics as time permits.

Some of the homework that is assigned is not to be handed in. The homework that is required to be handed in will not all be graded, but some problems, usually three, will be. Most of the problems on the tests will be taken from the text, and most of those will be taken from the assigned problems.


Announcements

The office hours have been changed from 11-12 to 11.40-12.30.

A study guide for Exam 2 is here.

A study guide for Exam 3 is here.


Other Resources


Homework

Some of the homework that is assigned is not to be turned in for a grade, but you are responsible for it regardless. These and the graded problems will be considered fertile territory for exam questions, indeed, at least half the value of the points on any exam will be taken from these problems. Moreover, they may be useful in finding the solutions to the graded problems, especially in subsequent sections.

Homework must be neat and properly presented. If your handwriting is poor, use TeX or Maple or something else to present your work.

Every assignment is to be completed by you. You may work with others from the class on the material and you may consult other resources, but what you hand in for a grade must be your own work.