![]() ![]() For me, learning the mathematics behind the process wasn’t the hardest part, the real difficulty was in finding my first recognisable figure. ![]() It took me about two weeks of intermittent trial and error to create my first tessellation. How long did it take you to master the technique? Do you use software or by hand? Although it wasn’t expected of me to produce a mathematically true tessellation I couldn’t resist giving it a go. This rediscovery came about through a commission to design a T-shirt print based on the work of M C Escher. I was fascinated by them as a child but it wasn’t until a couple of years ago at age 31 that I revisited tessellations and taught myself the mathematics behind them. When and how did you get interested in tessellations? I asked Sam a few questions about his work: If this has got you inspired, send me your tessellations and I'll put them up on a post at a later date. "Once your tiles are finished, all that is left to be done is to repeat them into their formation and your tessellation is complete." It's certain to appeal to anyone who wants to explore this beautiful topic at the intersection of art and mathematics.Ī treasure trove of geometric delights, this book will draw you into the beautiful and deep questions of mathematics that come from the simple question of how shapes fit together.View image in fullscreen STAGE FIVE: Assembling your tessellation Photograph: Sam Kerr You can study the structure of tessellations, and even learn to make your own. Escher KaleidocyclesĪ gorgeously illustrated romp through tiling theory, a pleasure to read and fun for all ages and levels and a must for every geometry classroom and geometry buff's bookshelf!Ĭhaim Goodman-Strauss, University of Arkansas and the co-author of The Symmetries of Thingsįathauer's book is a fun, accessible, and lavishly illustrated guide to the universe of tessellations. Allendoerfer Award and the author of M.C. This is truly an indispensible book for all those who want to learn about, teach, or make tessellations.ĭoris Schattschneider, Recipient of Mathematical Association of America's Carl B. Questions and activities (often with helpful worksheets or templates) throughout are useful not only for teachers and students, but for anyone who wishes to test their understanding. More than half of the book is devoted to thoughtful advice and careful descriptions of how to create various kinds of tessellations. His chapters touch on every aspect of tessellations-their history, the many different types, where they occur, their symmetries, ways in which they are classified, their practical uses. The author, a talented tessellations artist himself, captures the fascination of tessellations through beautiful color illustrations. Going beyond planar designs, the book contains numerous nets of polyhedra and templates for applying Escheresque designs to them.Īctivities and worksheets are spread throughout the book, and examples of real-world tessellations are also provided.Ī beautifully presented, comprehensive introduction to tessellations, what tessellation enthusiasts and teachers (at all levels) have wished for. Techniques demonstrated in the book are aimed at making these designs more achievable. These are extremely popular with students and math hobbyists but are typically very challenging to execute. The book has a particular focus on Escheresque designs, in which the individual tiles are recognizable real-world motifs. Inclusion of special topics like fractal tilings, spiral tilings, and tessellation metamorphoses allows the reader to explore beautiful and entertaining math and art. Additionally, it covers techniques, tips, and templates to facilitate the creation of mathematical art based on tessellations. Tessellations: Mathematics, Art and Recreation aims to present a comprehensive introduction to tessellations (tiling) at a level accessible to non-specialists. ![]()
0 Comments
Leave a Reply. |
Details
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |