COMBINATORICS SEMINAR

Tuesdays, Thursdays      2:00        Parker 328



Thursday, December 5, 2013

Ashley Lewis 

Title: The perfect graph theorem and related concerns



Thursday, November 21, 2013

Jennifer Aust

Title: Generalized Petersen graphs

Abstract: In a 1969 paper, G. E. Watkins defined the Generalized Petersen graphs and conjectured that all but the original Petersen graph are 3-edge-colorable.  The conjecture has been proved, as has a conjecture about which of these Generalized Petersen graphs are Hamiltonian.  The presentation will survey these results.

Thursday, November 14, 2013

Katherine Moore will present her master’s project: "Some completion theorems for Latin squares."

She is Curt Lindner’s student.



Tuesday, November 5, 2013    AT 3:00

Johnathan Barnett will present his masters project



Tuesday, October 1, 2013

Pete Johnson
Title: "Grundy colorings and the Grundy and edge-Grundy numbers of a graph"



Thursday, September 26, 2013

Speaker: Dean Hoffman
Title: “Some vague musings on the Stern/Lenz theorem"

Preview of upcoming talks:

Mid October.....Alex Rosa and Mariusz Meszka.....details at a later date

Last updated: 12/03/2013