- The 14 Different Types of Convex Pentagons that Tile the Plane
- Provides a thank you message to Branko Grunbaum for the assistance of the page. Includes the illustration of the types of pentagon.
- Artlandia SymmetryWorks
- Presents all the products available, symmetry works, and shops. Includes user comments and purchasing details.
- Catalogue of Isohedral Tilings
- Contains information of the list of authors, publications, and contact information. With details about the catalog of tilings.
- Chaos Tiles
- Information about the chaos tiles, which are now on sale. Includes related links, purchasing information, and related links.
- Discrete Plane Symmetry Groups
- Presents a question about where to find the derivation of 17 wallpaper groups. With the answer by the site to the question raised.
- Frieze Patterns
- Provides details about Frieze as a pattern, which repeats in one direction. Includes information about the three reflections during the transformations.
- The Geometry Junkyard: Tilings
- Shows connections purely on mathematics including operator K-theory, dynamical systems, and non-commutative geometry.
- Grotesque Geometry
- Provides information about geometry, which includes symmetry, movement, and purpose. Includes a biography and related links.
- Hans Kuiper
- Provides an article about the fascination in designing figures and patterns. Includes computer art inspired by Victor Vasarely.
- Hop's Escher Tessellation Tiles
- Presents information about the use of text links, instructional images, and Arabic tiles. With galleries of paintings and drawings.
- Hyperbolic Tessellations
- Shows information about the regular tessellation of the hyperbolic plane. With some quasi regular tessellations of the hyperbolic plane.
- Investigating Patterns: Symmetry and Tessellations
- Coordinates with the chapters and activities of the investigating patterns with symmetry and tessellation. Includes questions and answers to them.
- Java Penrose Tiler
- Contains two different kinds of pieces, and they tile a whole plane only nonperiodically. With references and related links.
- KaleidoTile
- Presents a program based on the Geometry Center's tiling program on display at the St. Paul Science Museum. Includes downloadable software from the geometry center.
- Mike Field
- Presents the primary research interests, which include ergodic theory, coupled cell systems, the geometric theory of dynamical systems with symmetry. Includes location and contact information.
- The Penrose Tiling at Miami University
- Contains an article titled The Penrose Tiling at Miami University. With location and contact details.
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