John Travis
MCC 206
925-3817 (voice mail)
travis@mc.edu (email)
Notes
| Papers | Software | Links
Textbook |
Course
Description | Course Meetings
| Grading
MAT 455/5455 Textbook: Graph Theory, J.A. Bondy and U.S.R. Murty, Springer, 2008, ISBN 978-1-84628-969-9
Prerequisites: MAT 222 or instructor's consent
Course Outline:
Graph
theory is a major area of combinatorics, and during recent decades,
graph
theory has developed into a major area of mathematics. In addition to
its
growing interest and importance as a mathematical subject, it has
applications
to many fields, including computer science and chemistry.
As an upper level mathematics course, Graph
Theory
contributes to the mathematical maturity of students majoring in
mathematics
or computer science and also provides an opportunity for students to be
exposed to a framework for solving numerous applied problems.
Learning Goals: In this course, the
student
will exhibit an understanding of the following general topics:
Meetings: The format of class meetings will consist generally of lectures by the instructor. Student participation will be encouraged via classroom discussions as well as problem sessions where the student might present their work.
This class meets as scheduled. You are expected to be in class on time. University policy states that a student cannot miss more than 25% of class meetings and receive credit for the course. Further, attendance will be necessary in order to understand the material and make a good grade. The student is responsible for work and material missed when absent. Cheating in any way will be properly rewarded according to University policy.
If you need special accommodations due to learning, physical, psychological, or other disabilities, please contact Dr. Buddy Wagner in the Counseling and Career Development Center. He may be reached by phone at (601)925-3354 or by mail at P.O. Box 4013, Clinton, MS 39058.
Grading: Students are expected to work the assigned homework problems, some of which may
consist
of computer experiments or written assignments. All homework should be collected in a folder which will be periodically reviewed by the instructor. Students will be expected to present several of their solutions on the board in class and will be assigned an exam grade for their results. Additionally, there will be at least two
examinations. Your final average will be computed by using the average
of the exam grades. Exams missed due to a valid excuse can
be made up at the discretion of the instructor.
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The Daily Grade component for the graduate students will involve additional readings, papers and homework problems. |
Aim now for the desired grade. Finally, all graded work will be returned to the student for keeping. If there were any question later about your grade, you would be expected to show these papers.