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Browsing Shonda Gosselin by Title

Browsing Shonda Gosselin by Title

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  • Gosselin, Shonda (Journal of Combinatorial Designs, 2011-02-17)
    In this paper, we examine the possible orders of t-subset-regular self-complementary k-uniform hypergraphs, which form examples of large sets of two isomorphic t-designs. We reformulate Khosrovshahi and Tayfeh-Rezaie's ...
  • Gosselin, Shonda (European Journal of Combinatorics, 2010-05)
    A cyclically t-complementary k-hypergraph is a k-uniform hypergraph with vertex set V and edge set E for which there exists a permutation 2 Sym.V/ such that the sets E; E ; E 2; : : : ; E t􀀀1 partition the set of all ...
  • Gosselin, Shonda (Discrete Mathematics, 2010-02)
    In 2007, Szymanski and Wojda proved that for positive integers n; k with k<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 of a ...
  • Gosselin, Shonda (University of Waterloo, 2004)
    Regular two-graphs are antipodal distance-regular double coverings of the complete graph, and they have many interesting combinatorial properties. We derive a construction for regular two-graphs containing cliques of ...
  • Gosselin, Shonda (University of OttawaUniversity of Ottawa and Carleton University (joint program), 2009)
    In this thesis, we survey the current research into self-complementary hypergraphs, and present several new results. We characterize the cycle type of the permutations on n elements with order equal to a power of 2 which ...
  • 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) ...

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