Plane Tessellations

  1. Broughton, S. Allen, “Constructing Kaleidoscopic Tiling Polygons in the Hyperbolic Plane,” In The American Mathematical Monthly, 107:8 (Oct. 2000), 689-710.
  2. Buyske, Cederberg, Magariar, Simonson, Tilings, Periodic & Penrose, COMAP
  3. Clason, R., Peters, W., Frank, M., “Quasicrystals and the Penrose Patterns: A Geometric Activity with a Scientific Application,” in School Science and Mathematics, Vol 93(7), November 1993.
  4. Coxeter, Introduction to Geometry
  5. Coxeter & Moser, Generators & Relations for Discrete Groups, 4th ed QA171.C7
  6. Fejes Toth L., Regular Figures QA601.F38
  7. Grunbaum & Shephard, Tilings and Patterns, QA166.8.G78
  8. Hargittai and Lengyel, The Seven One-Dimensional Space-Group Symmetries Illustrated by Hungarian Folk Needlework, J. Chemical Education, Dec. `84
  9. Hargittai and Lengyel, The Seventeen Two-Dimensional Space-Group Symmetries in Hungarian Needlework, J. Chemical Education, Jan. `85
  10. McKeown and Badler, Creating Polyhedral Stellations, Computer Graphics, July `80
  11. Niman & Norman, Mathematics and Islamic Art, The American Mathematical Monthly, Vol 8, June-July `78
  12. O`Daffer, Geometry: An Investigative Approach, QA445.042
  13. Peterson, Ivars, “Visions of Infinity: Tiling a hyperbolic floor inspires both mathematics and art.” In Science News, Vol. 158, December 23 & 30, 2000, pp. 408-410.
  14. Schattschneider, Doris, Tiling the Plane with Congruent Pentagons, Mathematics Magazine, Jan `78
  15. Schattschneider, Doris, Plane Symmetry Groups, Mathematical Monthly, June-July `78
  16. Schattschneider, Doris, The Plane Symmetry Groups: Their Recognition and Notation, Math Monthly, `85 (`78)
  17. Schattschneider, Doris, Will It Tile? Try the Conway Criterion!, Mathematics Magazine, Sept `80
  18. Schattschneider Doris, Visions of Symmetry: Notebooks, Periodic Drawings and Related Works of M. C. Escher, W. H. Freeman `90
  19. Senechal, Which Tetrahedra Fill Space?, Mathematics Magazine Nov `81
  20. Seymour, Dale & Britton, Jill, Introduction to Tessellations, p 183-236, Dale Seymour Publications
  21. Teeters, Joseph, How to Draw Tessellation of the Escher Type, The Mathematics Teacher, April `74
  22. Unsolved Problems, Monthly, Aug-Sept `86
  23. Weyl, Hermann, Symmetry (J.N.C.)
  24. Zaslavsky, Claudia Africa Counts; number and pattern in African culture GN476.1.Z37