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

Revision as of 15:24, 28 January 2009

Introduction to Mathematics and M.C. Escher	M.C. Escher	Escher on Display	Fundamental Concepts
Symmetry and Isometries	Introduction to Symmetry	Frieze Patterns	Wallpaper Patterns	Isometry Groups
Tessellations	Introduction to Tessellations	Tessellations by Polygons	Tessellations by Recognizable Figures	Aperiodic Tessellations
Non-Euclidean Geometry	Introduction to Non-Euclidean Geometry	Spherical Geometry	Hyperbolic Geometry	The Three Geometries
Activities For Part One	Seeking Symmetry	Tessellation Art Project	Non-Euclidean Geometry Project

Similarity and Fractals	Similarity Transformations	Fractals
Art and Perception	Depth and Perspective	The Fourth Dimension
Topology	The Mobius Band and Other Surfaces	Knot Theory
Egyptian Mathematics	History and Numbers	The Mathematical Papyri	The Pyramids
Activities For Part Two	The Saint Louis Art Museum	Flatland and the Fourth Dimension	Art and Mathematics Project

@@ Line 12: / Line 12: @@
 {{toc-chapter|Symmetry and Isometries}}
 {{toc-section|Introduction to Symmetry|Fish-vignette.jpg|Reflections, rotations, and rosette patterns. Color symmetry.}}
-{{toc-section|Frieze Patterns|Einbeck-Marktplatz-Haus-square.jpg|Translations, glide reflections, and frieze patterns.}}
+{{toc-section|Frieze Patterns|Borderpattern-square.jpg|Translations, glide reflections, and frieze patterns.}}
 {{toc-section|Wallpaper Patterns| Wallpaper group-p2-3.jpg |Translations, glide reflections, and frieze patterns.}}
 {{toc-section|Isometry Groups|Pfm-reptiles.jpg|Isometries. Composition. Multiplication tables. Groups of isometries.}}