密鋪平面

出自維基百科,自由嘅百科全書

A tessellated plane seen in street pavement.
A tessellated plane seen in street pavement.

密鋪平面 (tessellation' , tiling) 即係用一集平面圖形填滿一塊平面,唔重疊亦無隙。 唔止平面,有時我地亦都用圖形鋪滿曲面或高維空間。M.C. Escher嘅藝術就有好多密鋪滿平面同雙曲面。密鋪滿平面亦有週期同非週期兩種。

[編輯] See also

  • Convex uniform honeycomb - The 28 uniform 3-dimensional tessellations, a parallel construction to this plane set
  • Honeycomb (geometry)
  • Jig-saw puzzle
  • List of uniform tilings
  • Monohedral tiling
  • Mosaic
  • Penrose tilings
  • Polyiamond - tilings with equilateral triangles
  • Polyomino
  • Quilting
  • Self-replication
  • Tile
  • Tiling puzzle
  • Tilings of regular polygons
  • Aperiodic tiling
  • Triangulation (advanced geometry)
  • Trianglepoint - needlepoint with polyiamonds (equilateral triangles)
  • Uniform tessellation
  • Voronoi tessellation
  • Wallpaper group - seventeen types of two-dimensional repetitive patterns
  • Wang tiles

[編輯] Reference

  • Grunbaum, Branko and G. C. Shephard. Tilings and Patterns. New York: W. H. Freeman & Co., 1987. ISBN 0-7167-1193-1.
  • Coxeter, H.S.M.. Regular Polytopes, Section IV : Tessellations and Honeycombs. Dover, 1973. ISBN 0-486-61480-8.

[編輯] External links