Two-intersection sets of PG(5,3) invariant under an element of order 7

  • John Bamberg (Creator)
  • Michael Martis (Creator)
  • Sylvia Ann Morris (Creator)

    Dataset

    Description

    We list pairs of exponents that give Segre variety representatives for every two-intersection sets of PG(5,3) invariant under an element of order 7. This data accompanies the manuscript "An enumeration of certain projective ternary two-weight codes and their relationship to the cubic Segre variety".
    Date made available18 Jun 2014
    PublisherThe University of Western Australia
    Date of data production1 Jun 2014 - 30 Jun 2014
    Geographical coverageThe University of Western Australia

    Keywords

    • Two-intersection set
    • Ternary two-weight code
    • 010104 Combinatorics and Discrete Mathematics (excl. Physical Combinatorics)

    Cite this

    Bamberg, J. (Creator), Martis, M. (Creator), Morris, S. A. (Creator)(18 Jun 2014). Two-intersection sets of PG(5,3) invariant under an element of order 7. The University of Western Australia. TwoIntersectionSets_11_20(.txt), TwoIntersectionSets_21_30(.txt), TwoIntersectionSets_26_35(.txt), TwoIntersectionSets_28_37(.txt), TwoIntersectionSets_31_40(.txt), TwoIntersectionSets_36_45(.txt), TwoIntersectionSets_41_50(.txt), TwoIntersectionSets_46_55(.txt), TwoIntersectionSets_51_60(.txt), TwoIntersectionSets_56_65(.txt). 10.4225/23/591532bcd1280