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Euler’s polyhedron formula for tessellations
Dirk Huylebrouck
Bridges 2021 Pages 211–216
Beyond the Great 96
John Berglund and Craig S. Kaplan
Bridges 2021 Pages 31–38
Iterated Averaging of Polygon Vertices
Kerry Mitchell
Bridges 2021 Pages 197–204
Space-Filling, Self-Similar Curves of Regular Pentagons, Heptagons and Other n-Gons
Stefan Pautze
Bridges 2021 Pages 157–164
Orange Peel Optimization
David Swart
Bridges 2021 Pages 241–248
Pretty 3D Polygons: Exploration and Proofs
Melissa van Veenendaal and Tom Verhoeff
Bridges 2021 Pages 111–118
Designing Fractal Curves with Five-Fold Rotational Symmetry Using the Complex Number Golden Ratio
Jeffrey Ventrella
Bridges 2021 Pages 189–196
Conjunction-forms: Three-Circle Combinations
James Mai
Bridges 2021 Pages 119–126
Sculptable Kaleidocycles: Visualizing Variable Cell Geometry
Vishal Chandra, Aren Martinian, and Peter Atlas
Bridges 2021 Pages 205–210
How a Willow Tube Turns Into a Torus
Hedy Hempe
Bridges 2021 Pages 217–224
Doubling the Cube—Revisited
Jo Niemeyer and Rabe von Randow
Bridges 2021 Pages 313–314
Circle Deformation in Hacon’s Sphere Eversion
Yongheng Zhang
Bridges 2021 Pages 265–268
Crocheting an Isomorphism Between the Automorphism Groups of the Klein Quartic and Fano Plane
Shintaro Fushida-Hardy
Bridges 2021 Pages 327–330
Devising a ‘Purist Knitting Aesthetic’ Six-Colored Möbius Band
Katherine Seaton
Bridges 2021 Pages 355–358
A Papercrafted Pattern on a Triply Periodic Polyhedron
Douglas Dunham and Lisa Shier
Bridges 2021 Pages 269–272
aMazing Mathematical 3D Modeling
Eva Ulbrich, Shereen Elbedewy, Julia Handl, and Zsolt Lavicza
Bridges 2021 Pages 409–412
Using Archimedean Spirals to Explore Fractions
Stephen Erfle
Bridges 2021 Pages 397–402
A Periodic Sponge Surface Based on Truncated Octahedra
Yuki Kobayashi, Seiya Kirihara, and Chie Nara
Bridges 2021 Pages 339–342
Genesis of an Interesting Zometool-related Lattice Geometry
Samuel Verbiese
Bridges 2021 Pages 379–382
Polyhedral Approximations of the Sphere in LEGO®
Jin Yamauchi and Chamberlain Fong
Bridges 2021 Pages 309–312
Do the Angles of a Triangle Add up to 180°? - Introducing Non-Euclidean Geometry
Hanne Kekkonen
Bridges 2021 Pages 285–288
Quasicrystalline Ceramics
Rima Ajlouni
Bridges 2021 Pages 289–292
Sculpture Design with Hexastix and Related Non-Intersecting Cylinder Packings
Anduriel Widmark
Bridges 2021 Pages 293–296
An Architectural Game of Squares and Conic Sections
Vladmir Sicca
Bridges 2021 Pages 297–300
Generative Sculpture by Evolutionary Design
Leo Bleicher
Bridges 2021 Pages 301–304
Constructing Bead Models of Smoothly Varying Carbon Nanotori with Constant Radii and Related Intersecting Structures
Hou-Hsun Ho, Chern Chuang, and Bih-Yaw Jin
Bridges 2021 Pages 331–334
Computational Making via Bidirectional Parametric Modeling
Chris Johnson and Ian McCormack
Bridges 2021 Pages 359–362
Weaving Windmill Loops to Create Surfaces with Varying Curvature
Stephanie Bunn, Mary Crabb, Hilary Burns, Geraldine Jones, Charlotte Megroureche, and Ricardo Nemirovsky
Bridges 2021 Pages 391–396
Bending Seams - How to Create Couture Curves
Lewis Campbell, Kelly Delp, and Elisabetta Matsumoto
Bridges 2021 Pages 249–252
BenDit – A Polyhedral Sculpture from Bent Wood
Daniel Lordick
Bridges 2021 Pages 323–326
Exploring the Wurzelschnecke: Learning Geometry, Number and Design with the Spiral of Theodorus
Susan Gerofsky, S. Brackett Robertson, and Veselin Jungic
Bridges 2021 Pages 383–390
Approximating Edge-Touching Regular Polygon Patterns Using Crocheted Bead Lace
Rashmi Sunder-Raj
Bridges 2021 Pages 281–284