Welcome to kaleidoscopes about the work of M.C. Escher. Site created and maintained by Antonio Gutierrez.

All M.C. Escher works copyright © The M.C. Escher Company B.V. -Baarn-Holland. All rights reserved. www.mcescher.com

M.C. Escher: Table of Content

 

Classical Theorems

23.

Escher, Eye 1946, Photoshop

Eye 1946 Speed Paint using Adobe Photoshop.

22.

M.C. EscherSymmetry E72

Kaleidoscope based on Symmetry drawing E72 by M. C. Escher.

21.

Google Gadget Add iGoogle Escher

Google Gadget M.C. Escher.
Add "GoGeometry" to your iGoogle page.
Gadgets powered by Google are miniature objects that offer cool and dynamic content that can be placed on any page on the web.

20.

M.C. EscherSymmetry E70

Kaleidoscope based on Symmetry drawing E70 by M. C. Escher.

19.

M.C. EscherSymmetry E59

Kaleidoscope based on Symmetry drawing E59 by M. C. Escher.

18.

M.C. Escher Symmetry E67

Kaleidoscope based on Symmetry drawing E67 by M. C. Escher.

17.

M.C. EscherSymmetry E57

Kaleidoscope based on Symmetry drawing E57 by M. C. Escher.

16.

M.C. EscherSymmetry E85

Kaleidoscope based on Symmetry drawing E85 by M. C. Escher.

16.

M.C. EscherSymmetry E78

Kaleidoscope based on Symmetry drawing E78 by M. C. Escher.

15.

M.C. EscherSymmetry E21

Kaleidoscope based on Symmetry drawing E21 by M. C. Escher.

14.

M.C. EscherSymmetry E101

Kaleidoscope based on Symmetry drawing E101 by M. C. Escher.

13.

M.C. EscherSymmetry E69

Kaleidoscope based on Symmetry drawing E69 by M. C. Escher.

12.

M.C. EscherSymmetry E42

Kaleidoscope based on Symmetry drawing E42 by M. C. Escher.

11.

M.S. Escher Mind Map

M.C. Escher Mindmap

10.

Kaleidoscope based on Circle Limit III, by M. C. Escher
M.C. Escher, Impossible Images. Slideshow

9.

News: Infants Are Able To Detect The 'Impossible' At An Early Age

8.

Escher: Most Popular Videos
Drawing Hands, Relativity,
Snakes, Waterfall,
Metamorphosis III,
Impossible Constructions

7.

Puzzle: Metamorphosis III Puzzle cut: 20 Piece Birds
Based on Metamorphosis III

6.

Metamorphosis III

5.

Waterfall

4.

Famous Quotes

3.

Relativity

2.

Snakes

1.

Drawing Hands

 

Go Geometry Education Index

Go Geometry Education Index

Maurits Cornelis Escher (1897-1972), was a Dutch graphic artist known for his unique and fascinating works of art that explore and exhibit a wide range of mathematical ideas and geometric principles: impossible constructions, explorations of infinity, architecture, and tessellations, mosaics of repetitive designs in which positive and negative images interconnect and sometimes blend into one another.

Like some of his famous predecessors, - Michelangelo, Leonardo da Vinci, Dürer and Holbein-, M.C. Escher was left-handed. See also: Escher Mindmap.

 

Mathematical mystery in Escher's art examined

March 28, 2007. Source Princeton University, News@Princenton

A mathematical puzzle in the work of Dutch graphic artist M.C. Escher is the subject of a lecture by mathematician Hendrik Lenstra at 8 p.m. Tuesday, April 3, in McCosh 10.

Lenstra, a professor of mathematics at the University of Leiden in the Netherlands, will speak on "Escher and the Droste Effect," which refers to the infinite reproduction of an image within an image.

Lenstra has been fascinated with Escher and the mathematical concepts that many of his lithographs illustrated. In 2000, He focused on Escher's "Print Gallery," which features a man looking at a distorted picture of seaside buildings drawn on a twisted grid, with a mysterious blank patch in the center.

Using elliptic curve theory to describe the distortion necessary to create the Droste effect in Escher's lithograph, Lenstra arrived at an exact mathematical formulation of the artist's process. With colleague Bart de Smit and students, he was able to fill in the patch and generate a complete, mathematically precise version of the drawing. Lenstra's lecture will describe this two-year project and show his team's computer variations on Escher's idea.
 

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Last updated: September 19, 2009