M.C. Escher's Legacy

Escher's World
Escher's Fondness for Animals

P.1

Selection is Distortion

P.5

Ravello: An Escherian Place

P.17

Mystery, Classicism, Elegance: an Endless Chase After Magic

P.24

M.C. Escher and C.v.S. Roosevelt

P.52

Escher's Sense of Wonder

P.63

In Search of M.C. Escher's Metaphysical Unconscious

P.69

Parallel Worlds: Escher and Mathematics, Revisited

P.83

M.C. Escher in Italy: The Trail Back

P.92

Escher's Artistic Legacy
Islamic Patterns: The Spark in Escher's Genius

P.100

Space Time with M.C. Escher and R. Buckminster Fuller

P.113

Between Illusion and Reality

P.125

Painting After M.C. Escher

P.130

M.C. Escher: Art, Math, and Cinema

P.142

Organic Structures Related to M.C. Escher's Work

P.150

Extending Escher's Recognizable-Motif Tilings to Multiple-Solution Tilings and Fractal Tilings

P.154

A Circle Limit in Stone

P.166

Portrait of Escher: Behind the Mirror

P.175

Lift After Escher: A(Young) Artist's Journey

P.189

Sharing some Common Interests of M.C. Escher

P.199

New Expressions in Tessellating Art: Layered Three-Dimensional Tessellations

P.207

The Mirrors of the Master

P.215

Tilings and Other Unusual Escher-Related Prints

P.230

Escher-Like Patterns from Pentagonal Tilings

P.344

Not the Tiles, but the Joints: A little Bridge Betweem M.C. Escher and Leonardo da Vinci

P.252

Architecture, Perspective and Scenography in the Graphic Work of M.C. Escher: From Vredeman de Vries to Luca Ronconi

P.265

Hand with Reflective Sphere to Six-Point Perspective Sphere

P.275

Escher's Scientific and Educational Legacy
Families of Escher Patterns

P.286

The Trigonometry of Escher's Woodcut Circle Limit III

P.297

Escher in the Classroom

P.305

Chaotic Geodesic Motion: An Extension of M.C. Escher's Circle Limit Designs

P.318

Rotations and Notations

P.334

Folding Rings of Eight Cubes

P.343

Dethronement of the Symmetry Plane

P.353

Computer Games Based on Escher's Spatial Illusions

P.366

Escher's World: Structure, Symmetry, Sense

P.379

Adapting Escher's Rules for "Regular Divsion of the Plane" to Create TesselMania!

P.393

M.C. Escher at the Museum: An Educator's Perspective

P.408

Escher, Napoleon, Fermat, and the Nine-point Centre

P.420

The Symmetry Mystique

P.427

Escher-Like Tessellations on Spherical Models

P.442

Solution to Scott Kim's puzzle P.448
About the Authors P.449