2021

71 analyzed Bridges papers.

• A Geometer Quite Acrimonious — a Limerick — Bjoern Muetzel; Nazarré Merchant
• A Papercrafted Pattern on a Triply Periodic Polyhedron — Douglas Dunham; Lisa Shier
• A Periodic Sponge Surface Based on Truncated Octahedra — Yuki Kobayashi; Seiya Kirihara; Chie Nara
• A Perpetual Calendar Made of LEGO® Parts — Chamberlain Fong
• Ability to Measure and Count in Aleksis Kivi’s Seven Brothers — Tiina Katriina Kukkonen
• aMazing Mathematical 3D Modeling — Eva Ulbrich; Shereen ElBedewy; Julia Handl; Zsolt Lavicza
• An Architectural Game of Squares and Conic Sections — Vladmir Sicca
• Animated Map Colourings of Hinged Squares — Craig S. Kaplan
• Approximating Edge-Touching Regular Polygon Patterns Using Crocheted Bead Lace — Rashmi Sunder-Raj
• Approximating Logarithmic Spirals by Quarter Circles — Ulrich Reitebuch; Martin Skrodzki; Konrad Polthier
• Bending Seams – How to Create Couture Curves — Lewis Campbell; Kelly Delp; Elisabetta A. Matsumoto
• BenDit – A Polyhedral Sculpture from Bent Wood — Daniel Lordick
• Beyond the Great 96 — John Berglund; Craig S. Kaplan
• Bridging Aesthetics and Mathematics Education Using Photography — Antje Meier
• Categorizing Celtic Knot Designs — Roger Antonsen; Laura Taalman
• Circle Deformation in Hacon’s Sphere Eversion — Yongheng Zhang
• Computational Making via Bidirectional Parametric Modeling — Chris Johnson; Ian McCormack
• Conjunction-forms: Three-Circle Combinations — James Mai
• Constructing Bead Models of Smoothly Varying Carbon Nanotori with Constant Radii and Related Intersecting Structures — Hou-Hsun Ho; Chern Chuang; Bih-Yaw Jin
• Constructivist Art based on the Mandelbrot Set — Loe Feijs
• Continuous Deformations of the Waterbomb Base Tessellation — H. A. Verrill
• Creativity and Rigor: A Bead Crochet Mathematics Course — Eve Torrence
• Crocheting an Isomorphism between the Automorphism Groups of the Klein Quartic and Fano Plane — Shintaro Fushida-Hardy
• Dancing Topologically — Karl Schaffer
• Designing Fractal Curves with Five-Fold Rotational Symmetry Using the Complex Number Golden Ratio — Jeffrey Ventrella
• Devising a ‘Purist Knitting Aesthetic’ Six-Colored Möbius Band — Katherine A Seaton
• [[papers/2021/bridges2021-285|Do the Angles of a Triangle Add up to $180^{\circ }$ ? – Introducing Non-Euclidean Geometry]] — Hanne Kekkonen
• Doubling the Cube—Revisited — Jo Niemeyer; Rabe R. von Randow
• Euler’s Polyhedron Formula for Uniform Tessellations — Dirk Huylebrouck
• Exploring the Wurzelschnecke: Learning Geometry, Number and Design with the Spiral of Theodorus — Susan Gerofsky; S. Brackett Robertson; Veselin Jungic
• Folding Functions II: Methods for Mathematically Manipulating Miura-ori Models — Uyen Nguyen
• Generative Sculpture by Evolutionary Design — Leo S. Bleicher
• Genesis of an Interesting Zometool-related Lattice Geometry — Samuel Verbiese
• How a Willow Tube Turns Into a Torus — Hedy Hempe
• Infinite Quasi-Periodic Origami Tilings — Gabriel Perko-Engel; Carlo H. Sequin
• Invisible Forces: Baskets without Corners — Paul Gailiunas
• Iterated Averaging of Polygon Vertices — Kerry Mitchell
• Lifelines: A Series of Artworks that Invite Contemplation on the Human Condition — David A. Reimann
• Logarithmic Spiral Tilings of Triangles — Robert W. Fathauer
• Markov Chains and Egyptian Tombs: Generating “Egyptian” Tablet Weaving Designs Using Mean-Reverting Processes — Joshua Holden
• Mathematical Dance Performance “A Point Has No Parts” — Natalija Budinski; Jelena Joksimović; Danijela Vučićević; Zsolt Lavicza
• Mathematical Monuments in Finland — Osmo Pekonen; Kristóf Fenyvesi; Johan Stén
• Mathematics in the Poetry of Sefer Yetzirah — Sarah Glaz
• One-color Frieze Patterns in Friendship Bracelets: A Cross-Cultural Comparison — Lorelei Koss
• Orange Peel Optimization — David Swart
• Polyhedral Approximations of the Sphere in LEGO® — Jin Yamauchi; Chamberlain Fong
• Polyhedral-Edge Knots — Carlo H. Séquin
• Presenting Mathematical Poetry Across Disciplinary Lines — Lawrence M. Lesser
• Pretty 3D Polygons: Exploration and Proofs — Melissa van Veenendaal; Tom Verhoeff
• Quadrilateral Spiral Tilings and Escheresque Art — Chirag Mehta
• Quadruple Tetrahedron Surface Tilings — Wei-Chun Chang; Chih-Hung Yen
• Quasicrystalline Ceramics — Rima Ajlouni
• Quasiperiodic Tilings with 12-Fold Rotational Symmetry Made of Squares, Equilateral Triangles, and Rhombi — Peter Stampfli; Theo P. Schaad
• Real-time Ornamental Calligraphic Pens — Lena Polke; Jürgen Richter-Gebert
• Sculptable Kaleidocycles: Visualizing Variable Cell Geometry — Vishal Chandra; Aren Martinian; Peter Atlas
• Sculpture Design with Hexastix and Related Non-Intersecting Cylinder Packings — Anduriel Widmark
• Space-Filling, Self-Similar Curves of Regular Pentagons, Heptagons and Other n-Gons — Stefan Pautze
• String Mechanism for Polyhedral Pop-up Card Design — Lauren H. Li
• Structured Knight’s Tours — Robert Bosch; Zejian Huang
• The Art of the Celt — Kenneth Brecher
• The Flat Klein Bottle Rendered in Curved-Crease Origami — Stepan Paul
• The Joy of Polar Zonohedra — George Hart
• The Short Tiles Category — Lars Eriksson
• The Tower of Ha(rmo)noi — Donald Spector
• Towards Flying through Modular Forms — David Lowry-Duda; Adam Sakareassen
• Using Archimedean Spirals to Explore Fractions — Stephen E. Erfle
• Using Inflation to Lay a P3 Tiling in Two Dimensions and Three Dimensions — Debora Coombs
• Variations of the Goldberg Ground and Other Canonic Adventures — Rachel Wells Hall
• Wallpaper Patterns from Looping Strands: The Layer Groups — Frank A. Farris
• Weaving Windmill Loops to Create Surfaces with Varying Curvature — Stephanie Bunn; Hilary Burns; Mary Crabb; Geraldine Jones; Charlotte Megroureche; Ricardo Nemirovsky
• Ygrography, Creating Artworks by means of Hele-Shaw’s Fluxes — Amada Navarrete; Regina Bittencourt