Mathematics 6450: Studies in Combinatorics
Instructor: Ping Zhang
Topic: Chromatic Graph Theory
Summer I (2015)
Another View of Graceful Labelings,
Zhenming Bi, Alexis Byers and Elliot Laforge (Khawlah Hamad A Alhulwah)
Another View of Ramsey Numbers, Sean English, Daniel Johnston and Drake Olejniczak
Summer I (2013)
On Proper vertex colorings induced by proper edge colorings.
Eric Andrews, Ashish Gupta, Laars Helenius, Daniel Johnston and Jonathon VerWys
On proper-path colorings in graphs. Eric Andrews, Elliot Laforge and Chira Lumduanhom
Summer I (2011)
F-colorings in graphs. Daniel Johnston, James Kratky and Noah Mashni.
Oriented Graph Colorings: the Oriented Modular and Cartesian Chromatic Index.
Ryan Jones, Bryan Phinezy and Shelley K. Speiss.
On Monochromatic Subgraphs of Edge-Colored Graphs.
Eric Andrews, Chira Lumduanhom, Kyle Kolasinski,
and Adam Yusko.
Summer I (2009)
Nontrivial solutions to a checkerboard problem.
M. Heires, R. Jones, F. Okamoto, W. Renzema, and J.
Roberts. Involve. 3:1 (2010) 109-127.
----- The checkerboard problem was suggested by Gary Chartrand.
Map and t-tone colorings of graphs.
Nicole Fonger, Joshua Goss, Benjamin Phillips, and Christopher Segroves.
(the final research report).
----- The concept of map and t-tone coloring was suggested by Gary Chartrand.
The singular chromatic number of a graph.
K. Kolasinski, J. Lin, C. Lumduanhom, F. Okamoto,
and B. Phinezy. Ars Combinatoria. Accepted.