• Title of article

    Hexagonal polyomino achievement Original Research Article

  • Author/Authors

    Jens-P. Bode، نويسنده , , Heiko Harborth، نويسنده ,

  • Issue Information
    روزنامه با شماره پیاپی سال 2000
  • Pages
    14
  • From page
    5
  • To page
    18
  • Abstract
    The cells of a tessellation as game board are alternately marked by players A and B. A given polyomino P is a winner if A can achieve P in his marks regardless of the moves of B. Otherwise it is called a loser. For the hexagonal tessellation all but five polyominoes with at most five cells are determined as winners or losers. There are at most 13 938 winners altogether and no winner has more than 18 cells.
  • Journal title
    Discrete Mathematics
  • Serial Year
    2000
  • Journal title
    Discrete Mathematics
  • Record number

    950610