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Streptohedrons (Twisted polygons)

Bridges 2006 Pages 285–292

Bridges 2006 Pages 285–292

Models of Cubic Surfaces in Polyester

Bridges 2006 Pages 309–314

Bridges 2006 Pages 309–314

"Geometry" in Early Geometrical Disciplines: Representations and Demonstrations

Bridges 2006 Pages 315–318

Bridges 2006 Pages 315–318

Zome-inspired Sculpture

Bridges 2006 Pages 335–342

Bridges 2006 Pages 335–342

Transformations of Vertices, Edges and Faces to Derive Polyhedra

Bridges 2006 Pages 359–364

Bridges 2006 Pages 359–364

Asymmetry vs. Symmetry in a New Class of Space-Filling Curves

Bridges 2006 Pages 371–378

Bridges 2006 Pages 371–378

Modular Perspective and Vermeer's Room

Bridges 2006 Pages 379–386

Bridges 2006 Pages 379–386

On the Bridging Powers of Geometry in the Study of Ancient Theatre Architecture

Bridges 2006 Pages 387–394

Bridges 2006 Pages 387–394

The Gemini Family of Triangles

Bridges 2006 Pages 395–402

Bridges 2006 Pages 395–402

Green Quaternions, Tenacious Symmetry, and Octahedreal Zome

Bridges 2006 Pages 429–436

Bridges 2006 Pages 429–436

Teaching Design Science: An Exploration of Geometric Structures

Bridges 2006 Pages 445–450

Bridges 2006 Pages 445–450

More "Circle Limit III" Patterns

Bridges 2006 Pages 451–458

Bridges 2006 Pages 451–458

J-F Niceron's La Perspective Curieuse Revisited

Bridges 2006 Pages 459–464

Bridges 2006 Pages 459–464

Approximating Mathematical Surfaces with Spline Modelers

Bridges 2006 Pages 473–480

Bridges 2006 Pages 473–480

Linkages to Op-Art

Bridges 2006 Pages 497–502

Bridges 2006 Pages 497–502

D-Forms: 3D Forms from Two 2D Sheets

Bridges 2006 Pages 503–510

Bridges 2006 Pages 503–510

Spidron Domain: The Expanding Spidron Universe

Bridges 2006 Pages 549–550

Bridges 2006 Pages 549–550

An Introduction to Medieval Spherical Geometry for Artists and Artisans

Bridges 2006 Pages 551–560

Bridges 2006 Pages 551–560

Concerning the Geometrical in Art

Bridges 2006 Pages 579–580

Bridges 2006 Pages 579–580

Knot Designs from Snowflake Curves

Bridges 2006 Pages 581–584

Bridges 2006 Pages 581–584

Moving Beyond Geometric Shapes: Other connections between Mathematics and the Arts for Elementary-grade Teachers

Bridges 2006 Pages 617–624

Bridges 2006 Pages 617–624

A Geometric Inspection of Pennsylvanian Dutch Hex Signs

Bridges 2006 Pages 625–630

Bridges 2006 Pages 625–630

Creating Sliceforms with 3D Modelers

Bridges 2006 Pages 631–638

Bridges 2006 Pages 631–638

Mandala and 5,6 and 7-fold Division of the Circle

Bridges 2006 Pages 645–646

Bridges 2006 Pages 645–646

The Aréte of Line Designs

Bridges 2006 Pages 649–650

Bridges 2006 Pages 649–650

The Plato Bead: A Bead Dodecahedron

Bridges 2006 Pages 651–654

Bridges 2006 Pages 651–654

Building Simple and Not So Simple Stick Models

Bridges 2006 Pages 655–660

Bridges 2006 Pages 655–660

Topological Mesh Modeling

Bridges 2006 Pages 661–662

Bridges 2006 Pages 661–662

Symmetry and Structure in Twist-Hinged Dissections of Polygonal Rings and Polygonal Anti-Rings

Bridges 2007 Pages 21–28

Bridges 2007 Pages 21–28

Spiral Developable Sculptures of Ilhan Koman

Bridges 2007 Pages 47–52

Bridges 2007 Pages 47–52

Mathematics and Symmetry: A Bridge to Understanding

Bridges 2007 Pages 59–66

Bridges 2007 Pages 59–66

A Proposal for the Classification of Mathematical Sculpture

Bridges 2007 Pages 67–74

Bridges 2007 Pages 67–74

The Spirograph and Beyond

Bridges 2007 Pages 75–80

Bridges 2007 Pages 75–80

Entwined Circular Rings

Bridges 2007 Pages 81–90

Bridges 2007 Pages 81–90

Portraits of Groups II, Orientation Reversing Actions

Bridges 2007 Pages 109–114

Bridges 2007 Pages 109–114

Baskets for the Mathematics Classroom

Bridges 2007 Pages 115–122

Bridges 2007 Pages 115–122

The Pentagram: From the Goddess to Symplectic Geometry

Bridges 2007 Pages 123–126

Bridges 2007 Pages 123–126

Zany Projects - The Art of Mixing Compass with Computer

Bridges 2007 Pages 147–148

Bridges 2007 Pages 147–148

Patterned Polyhedra: Tiling the Platonic Solids

Bridges 2007 Pages 195–202

Bridges 2007 Pages 195–202

Modeling D-Forms

Bridges 2007 Pages 209–216

Bridges 2007 Pages 209–216

Geometric Constructions and their Arts in Historical Perspective

Bridges 2007 Pages 233–240

Bridges 2007 Pages 233–240

Does it Look Square? Hexagonal Bipyramids, Triangular Antiprismoids, and their Fractals

Bridges 2007 Pages 277–286

Bridges 2007 Pages 277–286

Modeling High Genus Sculptures Using Multi-Connected Handles and Holes

Bridges 2007 Pages 297–302

Bridges 2007 Pages 297–302

Revisiting the Geometry of the Sala de Dos Hermanas

Bridges 2007 Pages 303–310

Bridges 2007 Pages 303–310

Geometry and New Urban Order

Bridges 2007 Pages 323–330

Bridges 2007 Pages 323–330

Sculptures which Stellarize Non-Planar Hexagons

Bridges 2007 Pages 343–350

Bridges 2007 Pages 343–350

A "Circle Limit III" Calculation

Bridges 2007 Pages 395–402

Bridges 2007 Pages 395–402

The Automorphism of Amalgamation Polytopes and Tessellation

Bridges 2007 Pages 413–414

Bridges 2007 Pages 413–414

Geometrical Transformation: A Method for the Creation of Form in Contemporary Architecture

Bridges 2007 Pages 415–422

Bridges 2007 Pages 415–422

Imaginative Quilted Geometric Assemblages

Bridges 2007 Pages 425–426

Bridges 2007 Pages 425–426