Difference between revisions of "Math and the Art of M. C. Escher"

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==Course Information==
 
==Course Information==
  
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* [[Course:SLU MATH 124: Math and Escher - Spring 2009 - Dr. Bryan Clair|SLU MATH 124: Math and Escher - Spring 2009 - Dr. Bryan Clair]]
  
 
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* [[Course:Parkway High School: Geometry (SSD) - Spring 2009 - Dr. Anneke Bart and Celia Mulliken|Parkway High School: Geometry (SSD) - Spring 2009 - Dr. Anneke Bart and Celia Mulliken]]
* [[Course:SLU MATH 124: Math and Escher - Spring 2009 - Dr. Bryan Clair|SLU MATH 124: Math and Escher - Spring 2009 - Dr. Bryan Clair]]
 
  
 
==Instructor Resources==
 
==Instructor Resources==

Revision as of 14:07, 4 January 2009

Preface

The 20th century Dutch artist Maurits Cornelis Escher was a master printmaker, whose works were heavily infused with ideas from mathematics. This textbook is intended to support a mathematics course at the level of college algebra, with topics taken from the mathematics implied by Escher's artwork.

This textbook is intended to be supplemented by one or more printed books about Escher. In particular, Visions of Symmetry contains essential complementary material on Escher's life and mathematical approach to symmetry, and Magic of M.C. Escher is an excellent art book that provides a much better view of Escher's artwork and technique. It is important to remember that artwork viewed on the web is usually small, grainy, and has poor color reproduction.

Throughout the text you will find Explorations, which are short investigative projects to be done in groups in a class setting. Explorations are intended to introduce material in a way that motivates and prepares the student for the more rigorous approach in the body of this text.

Euclidean and Non-Euclidean Geometry

  • Introduction to Mathematics and M.C. Escher
    • M.C. Escher: Life. Work.
    • Escher on Display A collection of photographs of Escher art that can be found in the Netherlands. The art represented ranges from items in the Escher museum to pillars, facades, etc in buildings
    • Fundamental Concepts: Classifications. Plane Geometry.

Further topics in Geometry and Mathematics

Resources

Course Information

Instructor Resources

Instructor Resources

Authors

Anneke Bart and Bryan Clair are professors in the Department of Mathematics and Computer Science at Saint Louis University. They have been teaching the Math and the Art of M.C. Escher course since its inception in 2000. Drs. Bart and Clair created most of the materials for the Escher Wiki. Further important contributions have been made by Dr. Steve Harris - a colleague from Saint Louis University.


Contributions by others are welcomed. We are always interested in further development of this online text.

Copyright

This work © 2008 Anneke Bart and Bryan Clair. Others may use these materials in the classroom without asking for permission. If materials are used in the classroom or for other educational purposes, we would appreciate a link to our page from your website.

Many images in this work are free of copyright and are available at Wikimedia Commons. The image page for these images will contain the appropriate link.

All M.C. Escher works © Cordon Art BV - Baarn - the Netherlands. All M.C. Escher works (c) 2007 The M.C. Escher Company - the Netherlands. All rights reserved. Used by permission. www.mcescher.com