Kuhl, Jaromy

Dean of Hal Marcus College of Science & Engineering, Professor

PhD Mathematics, University of Mississippi, 2005
MS Mathematics, University of Mississippi, 2003
BS Mathematics, University of Mississippi, 2001
BA Physics, University of Mississippi, 2001

Dr. Kuhl’s research focuses on combinatorics, especially graph theory. He studies Latin squares and bipartite graphs, coloring graphs, extremal problems, Hamiltonicity (or longest cycles in a graph) and the Tutte polynomial.

ORCiD:
ResearcherID:

Completing partial transversals of Cayley tables of Abelian groups
On the existence of partitioned incomplete Latin squares with five parts
Latin squares with disjoint subsquares of two orders
On the chromatic index of Latin squares
Longest partial transversals in plexes
Constrained completion of partial latin squares
Some partial Latin cubes and their completions
On a generalization of the Evans Conjecture
A few remarks on avoiding partial Latin squares
On avoiding odd partial Latin squares and r-multi Latin squares
CV
Hamilton cycle decompositions of k-uniform k-partite hypergraphs