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    Article

    Codes from Generalized Hexagons

    In this paper, we construct some codes that arise from generalized hexagons with small parameters. As our main result we discover two new projective two-weight codes constructed from two-character sets in PG(5,4)...

    A. De Wispelaere, H. Van Maldeghem in Designs, Codes and Cryptography (2005)

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    Regular partitions of (weak) finite generalized polygons

    In this paper we define a regular m-partition of a distance regular graph as a partition of the vertex set into m classes, such that the number of vertices of a given class adjacent to a fixed vertex of another c...

    A. De Wispelaere, H. Van Maldeghem in Designs, Codes and Cryptography (2008)

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    A characterization of the Grassmann embedding of H(q), with q even

    In this note, we characterize the Grassmann embedding of H(q), q even, as the unique full embedding of H(q) in PG(12, q) for which each ideal line of H(q) is contained in a plane. In particular, we show that no s...

    A. De Wispelaere, J. A. Thas, H. Van Maldeghem in Designs, Codes and Cryptography (2010)