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Art/Sculpture   Education   Geometry   Letters/Poetry   Math/Logic   Music   Origami/Tessellation   Pattern/Symmetry/Sets   Perception/Culture   Physics/Acoustics   Full List  

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Results: Category "all" (Page 17)

Chaos – The Movie
Susan Happersett
Bridges 2009 Pages 345–346
The Frustrated Mathematician
Michael Frantz
Bridges 2009 Pages 347–348
An Optical Demonstration of Fractal Geometry
Billy C. Scannell, Ben Van Dusen and R.P. Taylor
Bridges 2009 Pages 349–350
Using Geometer's Sketchpad to Construct Pop-up Polyhedra as a Tool for Classroom Study of Geometry
S. Louise Gould
Bridges 2009 Pages 351–354
Chaos, Complexity, and Creativity
Krystyna Laycraft
Bridges 2009 Pages 355–362
Stories Count: Narrative Approaches to Quantitative Learning
Suzie Garfield
Bridges 2009 Pages 363–366
Creating Islamic Patterns from Folded Shapes
E.B. Meenan and B.G. Thomas
Bridges 2009 Pages 367–374
Workshop: Working With Patterns To Introduce Mathematics Concepts To Young Children
Patricia Bentley
Bridges 2009 Pages 375–378
Exploring Some of the Mathematical Properties of Chains
Eva Knoll and Tara Taylor
Bridges 2009 Pages 379–382
Bridges 09 Interactive Workshop: The Geometry of Longsword and Rapper Sword Locks
Susan Gerofsky
Bridges 2009 Pages 383–384
The Beautiful Triangle
Greg Beiles and Daphne Rosenwald
Bridges 2009 Pages 385–388
Perspectives on Perspective
Duncan Melville and Sarah Melville
Bridges 2009 Pages 389–394
Workshop on The Fusion Project: Bridging Art Museums and Middle School Math Teachers
Benjamin Wells and Philip Wagner
Bridges 2009 Pages 395–402
A Workshop to Build Three Simple Tensegrity Models for K-12 Mathematics Classrooms
Robert McDermott
Bridges 2009 Pages 403–408
Transferring Patterns: From Twill to Peyote Stitch
Eva Knoll
Bridges 2009 Pages 409–412
The System Approach and Design
Ernő Rubik
Bridges 2010 Pages 1–1
Visual and Logical Beauty in Mathematics
László Lovász
Bridges 2010 Pages 2–2
Quantum Sculpture: Art Inspired by the Deeper Nature of Reality
Julian Voss-Andreae
Bridges 2010 Pages 3–10
Models of Surfaces and Abstract Art in the Early 20th Century
Angela Vierling-Claassen
Bridges 2010 Pages 11–18
Expressions, Assemblages and Grammars
Penousal Machado
Bridges 2010 Pages 19–26
Branching Miter Joints: Principles and Artwork
Tom Verhoeff and Koos Verhoeff
Bridges 2010 Pages 27–34
Poetry Inspired by Mathematics
Sarah Glaz
Bridges 2010 Pages 35–42
Types of Repetition and Multistable Perception in the Frieze Patterns on the Marble Pavement of the Cathedral of Siena
Yang Liu and Godfried Toussaint
Bridges 2010 Pages 43–50
Mirrors and Spheres: The Geometry within the “Tall Tree and the Eye”
Chiara Tuffanelli
Bridges 2010 Pages 51–58
Compositional Constraints of Simultaneous Color Contrast: Toward a Classification of Types
James Mai
Bridges 2010 Pages 59–66
Tiled Torus Quilt with Changing Tiles
Elaine Krajenke Ellison and John Sharp
Bridges 2010 Pages 67–74
About Weaving and Helical Holes
Rinus Roelofs
Bridges 2010 Pages 75–84
My Search for Symmetrical Embeddings of Regular Maps
Carlo H. Séquin
Bridges 2010 Pages 85–94
Curve Evolution Schemes for Parquet Deformations
Craig S. Kaplan
Bridges 2010 Pages 95–102
Some Three-dimensional Self-similar Knots
Robert W. Fathauer
Bridges 2010 Pages 103–110
Strip Symmetry Groups of African Sona Designs
Darrah Chavey
Bridges 2010 Pages 111–118
Interactive Exploration of Corporate Logos: From Mercedes Benz to Sea Creatures
Christopher Carlson
Bridges 2010 Pages 119–126
Vasarely's Work—Invitation to Mathematical and Combinatorial Visual Games
Ljiljana Radovic and Slavik Jablan
Bridges 2010 Pages 127–134
Bourgoin's 14-Pointed Star Polygon Designs
B. Lynn Bodner
Bridges 2010 Pages 135–142
On Generating Dot Paintings in the Style of Howard Arkley
Gary R. Greenfield
Bridges 2010 Pages 143–150
Geometric Tools for the Magic Woodcarver
Bjarne Jespersen
Bridges 2010 Pages 151–158
Imaginary Cubes—Objects with Three Square Projection Images
Hideki Tsuiki
Bridges 2010 Pages 159–166
Design by Subdivision
Michael Hansmeyer
Bridges 2010 Pages 167–174
Artformer Geometry
Antal Kelle
Bridges 2010 Pages 175–182
Creating and Modifying Images Using Newton's Method for Solving Equations
Stanley Spencer
Bridges 2010 Pages 183–190
Using Mathematics in Art
Michael Field
Bridges 2010 Pages 191–198
Regular Polyhedral Lattices of Genus 2: 11 Platonic Equivalents?
Dirk Huylebrouck
Bridges 2010 Pages 199–206
Early Modern Art Layouts in Breuer's Design
Devrim Işikkaya
Bridges 2010 Pages 207–214
From the Angle of Quasicrystals
Jean-Marc Castéra
Bridges 2010 Pages 215–222
Gauss, Bolyai, Lobachevsky—in General Education? (Hyperbolic Geometry as Part of the Mathematics Curriculum)
István Lénárt
Bridges 2010 Pages 223–230
A General Procedure for the Construction of Mirror Anamorphoses
Francesco De Comité
Bridges 2010 Pages 231–238
Art with a Double Meaning
István Orosz
Bridges 2010 Pages 239–246
Expanding the Mandelbrot Set into Higher Dimensions
Javier Barrallo
Bridges 2010 Pages 247–254
Swhirling Squares: A Simple Math Flip-Book Animation
Douglas McKenna
Bridges 2010 Pages 255–262
Brunnian Weavings
Douglas G. Burkholder
Bridges 2010 Pages 263–270