|Special Topics in Discrete Mathematics
This is a course in special advanced topics in graph theory. It is divided into three segments of equal length, taught by Professors Hammack, Cranston, and Abay-Asmerom, respectively. The material from different sections is not necessarily related. A brief overview follows.
|Richard Hammack||Jan. 18 – Feb. 15||Graph Coloring and Products||Harris 4105|
|Dan Cranston||Feb. 20 – March 28||Spectral Graph Theory||Harris 4109|
|Ghidewon Abay Asmerom||April 2 –May 30||Metric Graph Theory||Harris 4104a|
Course web page: http://www.people.vcu.edu/~rhammack/Math787/
Assignments: Your grade is determined entirely by homework assignments. Each professor will assign, collect, and grade two written problem sets related to the material covered; each assignment will be out of 50 points. Thus there will be six assignments all together, for a total of 300 points. The work you turn in should be yours, and yours alone. Submission of copied work, in whole or in part, is considered an honor offense
Last day to withdraw: March 23
Accommodations: Any student eligible for and needing academic adjustments or accommodations because of a disability should contact an instructor within the first week of class. The VCU Disability Support Services web site is http://www.students.vcu.edu/dss/.
VCU Honor System: All VCU students are presumed upon enrollment to have acquainted themselves with and have an understanding of the Honor System. Therefore, it is a student's responsibility to ask course instructors to clarify expectations for each assignment in order to be in compliance with the Honor System. The 2007 - 8 VCU Honor System policy statement and purpose is located at http://www.provost.vcu.edu/pdfs/Honor_system_policy.pdf
Classroom Conduct: Professional conduct will be expected at ALL TIMES and disruptive talking or behavior will NOT be allowed. A description of the VCU Student Conduct in Instructional Settings Policy can be found at: http://www.ts.vcu.edu/policies/studentconduct.htm