RESEARCH

I am working on problems in the areas of diameters of graphs in Collaboration with Eva Czabarka and my collaborator Peter Dankelmann. In collaborations started at the Graduate Research Workshop in Combinatorics, I am working on problems involving biological applications of mathematics and enumerative combinatorics. In collaboration started at the Mathematics Research Communities workshop on crossing numbers, my collaborators and I are working on a proving a restriction of the Zarankeiwicz Conjecture.

Publications

6.Bjorkman, C., Gao, Keough, Kirsch, Phillipson, Rorabaugh, Smith, and Wise. k-foldability of words. Submitted to Discrete Applied Mathematics 2017.
5.C., Czabarka, and Dankelmann. An imroved bound on the oriented diameter of graphs. 2017+. In Preparation.
4.C., Czabarka, Dankelmann, and Szekely. Size condition for diameter 2 ori- entability of a graph. 2017+. In Preparation.
3.C., Groothuis, Herring, Rohatgi, and Stucky. Polynomial chebyshev quotients combinatorially. 2017+. In Preparation.
2.Chamberlain, C., Ginsburg, Miceli, Riehl, and Zhang.Generating functions and wilf equivalence for generalized interval embeddings. Australasian Journal of Combinatorics, 2015.
1. Livingstone, Olofsson, C., Dagilis, Macpherson, and Seitz. A stochastic model for the development of bateson-dobzhansky-muller incompatibilities incorporating protein interaction networks. Mathematical Biosciences, 238:49– 53, 2012.