# Constant Neighbor Dihedral Tilings with 15, 32, and 43 Neighbors

Friedman, Erich
and
Zwaag, Berend Jan van der
(2002)
*Constant Neighbor Dihedral Tilings with 15, 32, and 43 Neighbors.*
Geombinatorics, XI
(3).
pp. 74-77.
ISSN 1065-7371

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Abstract: | We consider tilings of the plane. Two tiles are called neighbors if they share at least one boundary point. A tiling is called a constant neighbor tiling if every tile has the same number of neighbors. A tiling of the plane is called monohedral if every tile is congruent, and a tiling is called dihedral if exactly two different tiles are used. |

Item Type: | Article |

Additional information: | SAS 004N02 |

Copyright: | © 1989 CEME |

Faculty: | Electrical Engineering, Mathematics and Computer Science (EEMCS) |

Research Group: | |

Link to this item: | http://purl.utwente.nl/publications/43139 |

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