The Combinatorics of Dom de Caen

We give an overview of some of the mathematical results of Dominique de Caen. These include a short proof of K?onig's theorem, results on Tur?an numbers, biclique partitions, clique coverings, hypergraphical Steiner systems, p-ranks, stellar permutations, the construction of new distance-regular graphs, large sets of equiangular lines, a bound on the probability of a union, and more.

• Type: Conference
• Year: 2005
• Where: DCC
• Authors: Edwin R. van Dam
• Keywords: Computer Graphics, DCC 2005, Hypergraphical Steiner Systems, Stellar Permutations