Departmental Colloquia

424 Humanities Building

209 Hurt Street

Martin, TN 38238


(731) 881-7360

Interim Chair: Thomas E. Eskew


Departmental Colloquia

Our first Colloquium of the semester is coming up! For more information about our colloquiums or researching with with our faculty, see our Colloquium Newsletter.

Monday, September 21, 9:00 PM in Humanities Room 310

Sarah Locke

Sarah Locke will be speaking on the REU (Research Experience for Undergraduates) program she was a part of over the summer. She will be telling us about math she worked on and her impressions of the REU.






A model of uniformly dense networks has been proposed for secure networks, which is associated with the cyclic base orderings of a graph. We define h(G) as the largest number of consecutive edges in a cyclic ordering where the edges do not form a closed loop. It has been conjectured that a connected network G is uniformly dense if and only if h(G) = n − 1, where n is the number of vertices in G. Hence, h(G) is considered a measure of how close a network is to being uniformly dense. We have determined h(G) = 1 and are working on h(G) = 2.


All are welcome & refreshments provided – Please join us!


All Math Colloquium meetings take place on Mondays at 9:00 PM in Humanities room 310. Our fall dates are September 21, October 12, November 2, and November 16.

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