M.C. Escher's Legacy | ||
Escher's World | ||
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Escher's Fondness for Animals |
P.1 |
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Selection is Distortion |
P.5 |
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Ravello: An Escherian Place |
P.17 |
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Mystery, Classicism, Elegance: an Endless Chase After Magic |
P.24 |
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M.C. Escher and C.v.S. Roosevelt |
P.52 |
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Escher's Sense of Wonder |
P.63 |
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In Search of M.C. Escher's Metaphysical Unconscious |
P.69 |
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Parallel Worlds: Escher and Mathematics, Revisited |
P.83 |
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M.C. Escher in Italy: The Trail Back |
P.92 |
Escher's Artistic Legacy | ||
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Islamic Patterns: The Spark in Escher's Genius |
P.100 |
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Space Time with M.C. Escher and R. Buckminster Fuller |
P.113 |
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Between Illusion and Reality |
P.125 |
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Painting After M.C. Escher |
P.130 |
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M.C. Escher: Art, Math, and Cinema |
P.142 |
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Organic Structures Related to M.C. Escher's Work |
P.150 |
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Extending Escher's Recognizable-Motif Tilings to Multiple-Solution Tilings and Fractal Tilings |
P.154 |
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A Circle Limit in Stone |
P.166 |
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Portrait of Escher: Behind the Mirror |
P.175 |
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Lift After Escher: A(Young) Artist's Journey |
P.189 |
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Sharing some Common Interests of M.C. Escher |
P.199 |
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New Expressions in Tessellating Art: Layered Three-Dimensional Tessellations |
P.207 |
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The Mirrors of the Master |
P.215 |
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Tilings and Other Unusual Escher-Related Prints |
P.230 |
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Escher-Like Patterns from Pentagonal Tilings |
P.344 |
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Not the Tiles, but the Joints: A little Bridge Betweem M.C. Escher and Leonardo da Vinci |
P.252 |
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Architecture, Perspective and Scenography in the Graphic Work of M.C. Escher: From Vredeman de Vries to Luca Ronconi |
P.265 |
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Hand with Reflective Sphere to Six-Point Perspective Sphere |
P.275 |
Escher's Scientific and Educational Legacy | ||
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Families of Escher Patterns |
P.286 |
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The Trigonometry of Escher's Woodcut Circle Limit III |
P.297 |
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Escher in the Classroom |
P.305 |
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Chaotic Geodesic Motion: An Extension of M.C. Escher's Circle Limit Designs |
P.318 |
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Rotations and Notations |
P.334 |
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Folding Rings of Eight Cubes |
P.343 |
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Dethronement of the Symmetry Plane |
P.353 |
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Computer Games Based on Escher's Spatial Illusions |
P.366 |
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Escher's World: Structure, Symmetry, Sense |
P.379 |
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Adapting Escher's Rules for "Regular Divsion of the Plane" to Create TesselMania! |
P.393 |
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M.C. Escher at the Museum: An Educator's Perspective |
P.408 |
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Escher, Napoleon, Fermat, and the Nine-point Centre |
P.420 |
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The Symmetry Mystique |
P.427 |
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Escher-Like Tessellations on Spherical Models |
P.442 |
Solution to Scott Kim's puzzle | P.448 | |
About the Authors | P.449 |