Bridges 2001
Winfield, Kansas, USA
27–29 July, 2001
More information
Front matter
Symmetries of Culture
Pages 1–20
Symmetrohedra: Polyhedra from Symmetric Placement of Regular Polygons
Pages 21–28
Curving Spirolaterals
Pages 29–36
Come un meccanismo di precisione: The Third Movement of Ligeti's Second String Quartet
Pages 37–46
The Poetry of Infinity
Pages 47–54
Antisymmetry and Modularity in Ornamental Art
Pages 55–66
Polygons and Chaos
Pages 67–80
Geometries of Curvature and their Aesthetics
Pages 81–88
Fractals and Multi-Layer Coloring Algorithms
Pages 89–94
Fountain of Creation -- Design vs. Meta-Design
Pages 95–102
TimeSculpture -- Constructing Social Geometries
Pages 103–108
Each Moment a Culmination: The Poetry of Gar Bethel
Pages 109–114
A Polyhedral Byway
Pages 115–122
Flatland, Curved Space: How M.C. Escher Illustrated the History of Geometry
Pages 123–132
Better by the Dozen
Pages 133–138
Functional Image Synthesis
Pages 139–158
The Use of Ratios in the Player Piano Studies of Conlon Nancarrow
Pages 159–166
Blending Polyhedra with Overlays
Pages 167–174
Humor and Music in the Mathematics Classroom
Pages 175–180
On the Construction of Colored Plane Crystallographic Patterns
Pages 181–192
Finding Fibonacci: An Interdisciplinary Liberal Arts Course Based on Mathematical Patterns
Pages 193–200
An Interactive Creation of Polyhedra Stellations with Various Symmetries
Pages 201–212
The Complexity and Difficulty of a Maze
Pages 213–222
The Influence and Use of Music and Mathematics in My Art
Pages 223–232
Mirror Curves
Pages 233–246
Hyperbolic Islamic Patterns -- A Beginning
Pages 247–254
Mathematics and the Liberal Arts Curriculum
Pages 255–260
Some Common Themes in Visual Mathematical Art
Pages 261–270
Spectral Light as Sculptured Space
Pages 271–282
Quilted Symmetry
Pages 283–298
Study and Application of African Designs for Use in Secondary Education
Pages 299–306
Weaving Beyond Fibonacci
Pages 307–312
Composing Different Tessellation from the Same Elements - Abstract
Pages 313–317
A Review of the Snake Robotic Research - Abstract
Pages 318–318
Polyhedra Plus - Abstract
Pages 319–320
The Alphabet Versus The Goddess: The Conflict Between Word and Image -Abstract
Pages 321–322
Musical Acoustics and Continued Fractions - Abstract
Pages 323–323
Making Sense of "Tensegrities" - Abstract
Pages 324–324
Knots and Multiple Möbius Band Minimal Surfaces - Abstract
Pages 325–326
Developing a Validation Principle in Art - Abstract
Pages 327–328
Zometool Geometry Workshop - Abstract
Pages 329–330
Growth: An Architectural Study in Wall Design - Abstract
Pages 331–331
GeomeTreks: A Mathematical Art Odyssey - Abstract
Pages 332–332
Rhyming Reason: The Incorporation of Mathematics into Nursery Rhymes - Abstract
Pages 333–333
Sona Sand Drawings and Permutation Groups - Abstract
Pages 334–334
The 3D Illusion of 2D Regular Tessellations - Abstract
Pages 335–336
Reconstruction of Ornaments - Abstract
Pages 337–337
Molecular Sculptures - Abstract
Pages 338–338
The Linear Diophantine Equation in Music Theory - Abstract
Pages 339–339
Constructing a Piano -- A Key is Provided by Leonhard Euler - Abstract
Pages 340–340
Is it All About Triangles? - Abstract
Pages 341–341
Creating Prelude Music Using Number Patterns - Abstract
Pages 342–342
Mathematical Poetry - Abstract
Pages 343–344
Teaching a Course on Polyhedra - Abstract
Pages 345–345
A Mathematical Look at the 7 Liberal Arts as "Humanities" - Abstract
Pages 346–346