Browsing by Subject "Uniform hypergraphs"

Now showing items 1-2 of 2

    • Generating self-complementary uniform hypergraphs 

      Gosselin, Shonda (Discrete Mathematics, 2010-02)
      In 2007, Szymanski and Wojda proved that for positive integers n; k with k less than n, a self-complementary k-uniform hypergraph of order n exists if and only if n/k is even. In this paper, we characterize the cycle type ...

    • Vertex-transitive self-complementary uniform hypergraphs of prime order 

      Gosselin, Shonda (Discrete Mathematics, 2009-09)
      For an integer n and a prime p, let n(p)=max{i:pidividesn}. In this paper, we present a construction for vertex-transitive self-complementary k-uniform hypergraphs of order n for each integer n such that pn(p)≡1(mod2ℓ+1) ...