2023

106 analyzed Bridges papers.

• Triangle: Using Shape-Based Expressions for Image Creation and Exploration — John Nicholson
• 3D Dice Mosaics: A Multidirectional Dithering System — Hanan Tanasra; Gershon Elber; Yoav Sterman
• A Foray Into Computer-Assisted Quilting — Matt Zucker
• A Hard Day’s Math: Connections Between Mathematics and Music — Jason Brown
• A Hyperbolic Variant of Tic-Tac-Toe — Sarah Chen; Manil Suri
• A Mathematical Journey Through Literature — Sarah Hart
• A New Tile-Based Method for Constructing Single-Line Drawings — Robert Bosch; Izzy Snyder
• A Papercrafted Fish Pattern on a Triply Periodic Polyhedron — Douglas Dunham; Lisa Shier
• A Truchet Tiling Hidden in Ammann-Beenker Tiling — Pierre Gradit; Vincent Van Dongen
• Algorithmic Layout of Characters in Perspective — Mariel Bass; Erik D. Demaine; Martin L. Demaine
• All (!) Three-Part Variations on Three Different Kinds of Cubes — Robert Bosch; Ilana McNamara
• An Aperiodic Monotile — Craig S. Kaplan
• An Integer Square Variant of the Harriss Spiral — D. Jacob Wildstrom
• An Orthogonal Mate for a Latin Square Based on an Asymmetric Tile — Stephen M. Gagola, Jr.
• Are Maximally Unbalanced, Hilbert-Style, Square-Filling Curve Motifs a Drawing Medium? — Douglas M. McKenna
• [[papers/2023/bridges2023-397|Automatic Origami Crease Pattern Generation from $k$-uniform Tilings]] — David Goncharov; Marcus Michelen; Uyen Nguyen
• Automating Crochet Patterns for Surfaces of Revolution — Megan Martinez; Amanda Taylor Lipnicki
• Between the Two Cultures: Teaching Math and Art to Engineers (and Scientists and Mathematicians) — Joshua Holden
• Ceramic Bells: Aural Performance and Geometric Design — Robert Fathauer
• CollageBild: A System to Create Image Mosaics — André R. S. Marcal
• Connections between Hitomezashi Patterns and Truchet Tiling — David A. Reimann
• Constructing Sierpinski Tetrahedrons from Connector Pieces — Hideki Tsuiki
• Construction of Polyhedra with Tetravalent Nodes as an Analogue to Graphitic Systems — Hou-Hsun Ho; Yung-Hsi Chang; Chern Chuang; Bih-Yaw Jin
• Cosmatesque Mosaic and Conformal Mapping — Steve Pomerantz
• Creativity in Writing Calculus Exams — Felicia Tabing
• Curved, yet Straight: Stick Hyperboloids — George Hart
• Curved-Crease Origami Spirals Constructed from Reflected Cones — Klara Mundilova; Erik D. Demaine; Robert Lang; Tomohiro Tachi
• Dancing with Dienes — Karl Schaffer
• Design Equations for Grid-Based Origami Tessellations — Madonna Yoder
• [[papers/2023/bridges2023-541|Designing and Building a Wearable $3\times 3\times 3$ Puzzle Cube]] — J. Ben Gould; Jacob L. Gould
• Developing a Sculpture of the Trihelical Square Tiling — Jared Pincus
• Dichromatic Steganography — Craig S. Kaplan
• Domain-Specific Languages for Efficient Composition of Paths in 3D — Anton Bakker; Tom Verhoeff
• Drawing Knots with Tutte Embedding — Cameron Browne
• Drawing with Statistics — Douglas Dwyer
• Dynamical Tilings in Industrial Design — Paz Amsellem; Shai Gul
• Easy-to-Understand Visualization Models of Complete Maps — Carlo H. Séquin
• Embroidery-Hooping toward the Hyperbolic Trochoid — Andrew J. Simoson
• Fabric Models of Maximal Complete Maps on a Three-Holed Torus — Ellie Baker; Eve Torrence
• Flat Patterns from Curved Bodies — Lewis Campbell; Kelly Delp; Fatma Baytar
• Graph Theory and Arts: A Course Retrospective — Henriette Lipschütz; Martin Skrodzki
• Hooked on Calculus: Crocheting Quadric Surfaces — Amanda Taylor Lipnicki; Megan Martinez
• How to Build an Origami Nine-Color Map on a Genus-Three Torus — Eve Torrence
• Hyperbolic Flyby into a Schwarzian Expanse — Chamberlain Fong; Douglas Dunham
• Illustrating Transport Theory through Geometric Tiles — Etienne Boulais
• Implementing Textile Borromean Seifert Surfaces — Loe Feijs
• Integrating Statistical Data Analysis and Data Art Creation at the High School Level — Craig P. Lazarski; Kristi Ramey; Cayce Lee
• Interchangeable Origami Wallpaper Patterns — Rachel Quinlan
• It All Began with a Quill Box: Reflections on Show Me Your Math — Lisa Lunney Borden
• Kagome from Deltahedra — Paul Gailiunas
• Kinetic Knots — Mircea Draghicescu
• Knit Knots: Large-Scale Soft Conformations of Minimum-Ropelength Knots and Links — Laura Taalman
• Line-Art Flip Books — Andrea Hawksley
• Materializing Daniele Barbaro’s Creativity with 3D Printing — Vera Viana
• Math + Design: Collaborative Posters — Erika Balogh; Andras Balogh
• Math Coming Alive Through Theater, Art, and Exposition — Colin Adams
• Multilevel Islamic Geometric Design for Local Symmetry in Substitution Tilings — Jennifer E. Padilla
• Oh What a Complex Rug We Weave When First We Color Then Perceive — Barry Cipra; Paul Zorn
• On Understanding Disentanglement Puzzles — Xinya Zhang; Paul Kry; Etienne Vouga
• One and One Rarely Make Two: The Arithmetic of Compositional Emergence — Emanuel Jannasch
• Parallelized Pixel Averaging for a Real-time Ornamental Pen — Lena Polke
• Parametric Curves in Color Space — Jose Ezequiel Soto Sánchez
• Pathfinder: 3D Printing Data with Trigonometry and Chance — Timea Tihanyi
• Pattern Continuity in Polygon Tessellations — Severi Virolainen
• Pattern Gradients with Generalized Duotone Truchet Tiles — Amy E. Wendt
• Physical Representations of Polygon, Wedge, and Arc Squiggles — R. Sunder-Raj
• Polar Zonohedral Helices and Clusters — Phil Webster
• Polygonia Design Suite: Inspiration, Design, and Application — David Kaufman
• Puppetry, Poetry, Dance, and Sound on the Bridges of Königsberg: Embodied Work with Euler Paths and Circuits — Susan Gerofsky; S. Brackett Robertson; Karl Schaffer; Ekaterina Zharinova
• Radix Sort and Story Cards — Manish Jain; Neha Garg
• Realizing the Borromean Rings in Wood via Yosegi Zaiku — Nicholas Phillips
• Residue Designs, String Art, and Number Theory — David Richeson
• Rolloids — Kenneth Brecher
• Sculpting Mapping Cylinders: Seamless Crochet of Topological Surfaces — Shiying Dong
• Second-Order Cellular Automata as Textile Design Elements — Anna M. Chupa; Michael A. Chupa
• Self-Assembling Platonic and Archimedean Solids: Innovations and Advancements — Donald J. Plante; John R. Jungck
• Sestinas and Golden Shovels — Carol Dorf; Lisa Lajeunesse
• Sidewalks of Lisbon and Azores — Alda Carvalho; Carlos Pereira dos Santos; Jorge Nuno Silva; Ricardo Cunha Teixeira
• Sine Waveform Cars — Manish Jain
• Sonifying Letter Frequencies: Generating Chord Sequences from Text — Donald Spector
• Space Filling Smith Truchet Variations — H. A. Verrill
• Stitching Superpermutations — Emily Dennett
• Subject, Structure, and Metaphor in Mathematical Poetry — E. R. Lutken
• Surface Toppling on Cylindrical and Polyhedral Sandpiles — Benjamin R. Trube
• Surface-Tiling Curves — Adam Rowe
• Surfaces in The Tesseract — Manuel Estévez; Érika Roldán; Henry Segerman
• Symmetry Notation as a Multidisciplinary Method for the Design of Origami Tessellations — Laureen Mahler
• The Compound Helical Cone as Kinematic Trace — Emanuel Jannasch; John Macnab
• The Looping Theorem in 2D and 3D Turtle Geometry — Tom Verhoeff
• The Oloid and the Evertible Cube: 3D Design and Printing — Lingguo Bu
• The Rulpidon and 9-Color Maps — Sylvie Benzoni-Gavage
• The SunRule: An Interactive Mathematical Sculpture — Justin K. Dimmel; Eric A. Pandiscio; Gregory Ondo; Samuel Hoey
• The Ticking Clock: A Geometric Interpretation of Modular Multiplicative Inverses — Stephen E. Erfle
• The Turing Test on the Human Stage — Stephen Abbott
• Three-Dimensional Diagonal Cross-Sections of Four-Dimensional Menger Sponges — Rob Hocking
• Topological Interlocking, Truchet Tiles and Self-Assemblies: A Construction-Kit for Civil Engineering Design — Reymond Akpanya; Tom Goertzen; Sebastian Wiesenhuetter; Alice C. Niemeyer; Jörg Noennig
• Two-Disk Compound Symmetry Groups — Robert A. Hearn; William Kretschmer; Tomas Rokicki; Benjamin Streeter; Eric Vergo
• Using Origami to Make Abstract Elevations of Polyhedra — Neel Shrestha
• Using Triangle Sierpinski Relatives to Visualize Subgroups of the Symmetries of the Square — Tara Taylor
• Visualizing the Kolakoski Sequence — Ulrich Reitebuch; Henriette-Sophie Lipschütz; Konrad Polthier
• Walking in the Wake: Exploring the Dynamics of Vortical Structures — Pari Riahi; Erica DeWitt; Cami Quinteros; Fey Thurber; Pieter R. Boersma; Adrian Carleton; Yahya Modarres-Sadeghi
• Weaving is a Way of Doing Math — Patricia Bentley
• What Can We Learn from Non-Euclidean Paper? — Stepan Paul
• What if Albrecht Dürer had Unfolded Leonardo da Vinci’s Elevated Polyhedra? — Rinus Roelofs
• Whirling Tiles — Ulrich Reitebuch; Martin Skrodzki; Henriette Lipschütz; Konrad Polthier
• Wire Construction of the Costa Surface and a Torus — Kodai Nakagawa; Tomohiro Tachi