2018

123 analyzed Bridges papers.

• ‘Dreamlinks’: Link Theory Meets Music Composition. An Introduction to Compositional Methods Related to Primary Links — Saverio Tesolato
• 3D Printing Chaos — Michael S. Gagliardo
• 4-3 Dissection Tiling System — Andrew Sniderman
• A Class of Spherical Penrose-Like Tilings with Connections to Virus Protein Patterns and Modular Sculpture — Hamish Todd
• A Design Method Based on Close-Packing Circles and Spheres of Multiple Sizes for Designers and Architects — Roger Burrows
• A Generalized Dual of the Tonnetz for Seventh Chords: Mathematical, Computational and Compositional Aspects — Sonia Cannas; Moreno Andreatta
• A Hands-on Laboratory with Mathematical Mechanical Drawing Machines — Laura Farroni; Paola Magrone
• A Methodology of Leaping Iteration for Drawing — Ming Jang Chen
• A Minimal Art Object with Four Famous Fabulous Faces — Walt van Ballegooijen; Hans Kuiper
• A New Family Satisfying the Intersection Graph Conjecture — Ally K. Stacey
• A Personal Approach to the Art of Mathemagic with a Deck of Cards — Colm Mulcahy
• A Plethora of Patterns from Discrete Spiraled Sequences — Tom Bates
• A Poor Man’s Hyperbolic Square Mapping — Chamberlain Fong; Douglas Dunham
• A Threefold Möbius Band with Constant Twist and Minimal Bending as the Limit of Tetrahedral Rings — Johannes Schönhke; Michael Grunwald; Eliot Fried
• Action Modular Origami — Tung Ken Lam
• Adopt a Polyhedron – A Citizen Art Project in Mathematics — Anna M. Hartkopf; Günter M. Ziegler
• Algorithmisch Ritme: Algorithmic Art as Material in an Interactive Dance-Projection — Daphne A. Muller; Loe M.G. Feijs
• Art and Recreational Math Based on Kite-Tiling Rosettes — Robert W. Fathauer
• Art of de Bruijn Sequences — Karl Kattchee
• Capturing the Visual Traits of a Mathematician – On Anders Johan Lexell’s Futile Studies in Physiognomy — Johan C.-E. Stén; Martina Reuter
• Card Shuffling Visualizations — Roger Antonsen
• Catenary Arch Constructions — George Hart; Elisabeth Heathfield
• Combinatorial Greetings from Georges Perec — Tatiana Bonch-Osmolovskaya
• Combinatorics, Probability and Choice in Music Composition: Towards an Aesthetics of Composing Systems for Non-Musicians — Giovanni Albini
• Compound Parallelohedra Building Blocks with Creature-Like Morphologies — Akihiro Matsuura
• Computationally Intensive Puns with Figurative Subgraphs — Robert Bosch
• Constructing 3D Perspective Anamorphosis via Surface Projection — Tiffany C. Inglis
• Constructing Linkages for Drawing Curves — Barbara Kimeswenger; Georg Grasegger; Sandra Reichenberger
• Creating Painting Puzzles: Math, Art, Games and Technology — Marina Menna Barreto; Diego Lieban; Barbara Kimeswenger
• Dance Art, Math, Education – an Eternal Triangle — Paul Moerman
• Desargues Configuration as a Gnomonic Projection — Taneli Luotoniemi
• Designing Beaded Sculptures Inspired by Clathrate Hydrates — Yuan-Jia Fan; Bih-Yaw Jin; Chia-Chin Tsoo
• Developing Mathematical and Technological Competencies of Students Through Remodeling Games and Puzzles — Diego Lieban; Marina M. Barreto; Sandra Reichenberger; Zsolt Lavicza; Ruana M. Schneider
• Don’t Preach Facts – Stimulate Acts — Peter Baptist; Carsten Miller
• Engaging Community Through the Integration of Art and Mathematics — Ellie Balk; Tricia Stanley
• Experiencing Group Structure: Observing, Creating and Performing the Plain Hunt on 4 via Music, Poetry, Visual and Culinary Arts — Susan Gerofsky; Eva Knoll; Tara Taylor; Avalon Campbell-Cousins
• Exploring the Geometry of Music with Technology: Rhythm, Scales and Temperament via Geogebra — Steven A. Bleiler; Ewan Kummel; Michael Wells
• Extending Mandelbox Fractals with Shape Inversions — Gregg Helt
• Folding Curlicue and Exploring Its Mathematical Properties — Natalija Budinski
• Folding Space-Filling Bisymmetric Hendecahedron for a Large-Scale Art Installation — Jiangmei Wu; Guy Inchbald
• Folding the Vesica Piscis — Klara Mundilova; Tony Wills
• From the Cheesegrater to the Parthenon: A Musical Odyssey — Terry Trickett
• Geometrical Object Making for Design Thinking — Gizem Aytaç
• Geometry and Origami to Make Dynamic Street Art — Sara De Grandis; Silvia Fiore; Maria Luisa Spreafico; Marco Torredimare; Margherita Truffa; Ursula Zich
• Geometry and Origami to Share Cultural Heritage: Results of the Experimentation “The King and the Origami” at the Royal Residence of Venaria — Paolo Armand; Caterina Cumino; Martino Pavignano; Maria Luisa Spreafico; Ursula Zich
• Geometry of Quadrangles in Almqvist’s The Queen’s Tiara — Tiina Katriina Kukkonen
• Girih Tiles in 3D — Ulrich Reitebuch; Henriette-Sophie Lipschütz; Konrad Polthier
• Glass Mosaics Using Right-Triangle Subdivision — Thomas M. Denker
• Hex-Chaos Compositions and Equivalence Classes of Packing Problems — Gary R. Greenfield
• Homage to Charles O. Perry — Carlo H. Séquin
• Horosphere, Cyclide and 3d Hyperbolic Tilings — Vladimir Bulatov
• Human Encryptable Visual Cryptography — Andrea Hawksley; Andrew Lutomirski
• Hyperspace, Poetic Science Fiction and Algebraic Topology — Emily Grosholz
• Illustrating the Theory of Numbers — Martin H. Weissman
• Juan Sánchez Cotán: Seeing Mathematically — Paul Zorn
• Just Intonation Keyboard: Isomorphic Keyboard Reimagined — Marek Žabka
• Kaleidoscopes for Non-Euclidean Space — Peter Stampfli
• Knot Designs Based on Rhombille Tiling Notations — Nithikul Nimkulrat; Tuomas Nurmi
• Laminar Reciprocal Structures — Javier Barrallo; Francisco González-Quintial; Antonio Sánchez-Parandiet
• Landmarks in Algebra Quilt — Elaine Krajenke Ellison
• Let’s Sketch in 360°: Spherical Perspectives for Virtual Reality Panoramas — António Bandeira Araújo
• Lizardy Loops: The Savvy Selection of Sinuous Sequences of Circular Sectors — Phil Webster
• Loop-Forms: From Construction to Composition — James Mai
• Mapping from e to Metaphor — Alice Major
• Marjorie Rice and Her Pentagonal Tilings — Doris Schattschneider
• Math in the Studio — Judy Holdener; Karen Snouffer
• Mathematical Magic With a Deck of Cards — Jorge Nuno Silva; Pedro J. Freitas; Tiago Hirth
• Mathematics in Drafting Japanese Crest Designs — Felicia Tabing
• Method for Designing a Hinged Cube Puzzle — Chirag Mehta
• Modular Toroids Constructed from Nonahedra — Yifat Amir; Carlo H. Séquin
• Mondrian Revisited: A Peek into the Third Dimension — Martin Skrodzki; Konrad Polthier
• Monochrome Map Weaving with Truchet-Like Tiles — Abdalla G. M. Ahmed; Oliver Deussen
• Multi-Scale Truchet Patterns — Christopher Carlson
• Music from Vibrating Wallpaper — Frank A. Farris
• Musical Scales and Multiplicative Groups — Donald Spector
• Möbius Cellular Automata Scarves — Elisabetta A. Matsumoto; Henry Segerman; Fabienne Serriere
• New Metamorphosis Patterns — Douglas Dunham; John Shier
• Observations on Concave Perspective — Stephen M Campbell
• On a Better Golden Rectangle (That Is Not 61.8033…% Useless!) — Douglas M. McKenna
• Open Geoboard – a Platform for Art, Math and Inspiration — Yordan Hodzhev; Nikola Chernev
• Origami Explorations of Convex Uniform Tilings Through the Lens of Ron Resch’s Linear Flower — Uyen Nguyen; Ben Fritzson
• Phoenix – Symbol of Mathematics — Tuomas Nurmi
• Plane-Filling Folding Curves on the Square Grid — Jörg Arndt; Julia Handl
• Play Truchet: Using the Truchet Tiling to Engage the Public with Mathematics — Cindy Lawrence
• Poetry Puzzles — Lisa Lajeunesse
• Polyhedral Models of the Projective Plane — Paul Gailiunas
• Re-Generating Continuous Rumī Compositions — Nadide Ebru Yazar; Tuğrul Yazar
• Realizations and Constructions of Minimally Rigid Graphs — Georg Grasegger
• Reimagining the Mathematical Paper — Katie McCallum
• Renewable Energy Resources for Mathematics Learning: Windmills and Water Wheels at the Math Class — Kristóf Fenyvesi; Ho Gul Park; Kwang-Cheol Song; Zsolt Lavicza; Mariana Back
• Representing the Undecidable — Michel Tombroff
• Rock Me Fibonacci: Using Recurrence Relations and State-Transition Matrices to Count Rock Drum Fill Patterns — Joshua Holden
• Science Spaces: An Open Workshop Concept to Create Science Exhibits — Bianca Violet; Milena Damrau
• Self-Diagramming Lace — Susan Goldstine
• Self-Similarity and the Tumbling Square — Susan Happersett
• Sevenfold and Ninefold Möbius Kaleidocycles — Michael Grunwald; Johannes Schö nke; Eliot Fried
• Some Memories of Koos Verhoeff (1927 – 2018) — Tom Verhoeff
• Sphairahedra and Three-Dimensional Fractals — Kento Nakamura; Kazushi Ahara
• Surfing the Möbius Band: An Example of the Union of Art and Mathematics — Francisco Saez de Adana
• Teaching Mathematics and Physics for Animation in Processing — Lali Barrière
• Textures in Simulations of Biological Cell Growth — David Chappell
• The Area Set Value Relationships in Atonal Music — Nikita Mamedov
• The Art and Mathematics of Cycling: Using Old Bicycles to Draw Spirograph Patterns — Nick Sayers
• The Art and Mathematics of Self-Interlocking SL Blocks — Shen-Guan Shih
• The Beauty of the Symmetric Sierpinski Relatives — Tara Taylor
• The Checkerboard of Tunes — Andrew Crompton
• The Marvellous Bridging of Maths and Art Education and its Relation to Cognitive and Emotional Development — Gunnel Berlin
• The Mathematical Center of Attention, its Attributes and Motion Analyses in Dance Choreography — Karl Schaffer; Joseph Thie; Kasia Williams
• The Mathematical Circus Project — Andreia Hall; Sonia Pais
• The Pentagram and the Golden Angle in Almada Negreiros’ Mural “Começar” — Pedro Freitas; Simão Palmeirim Costa
• The Theory Headed Poem — Carol Dorf
• A Circle Bundle Over a Circle — Zachary Treisman; Lun-Yi London Tsai
• Torus and Klein Bottle Tessellations with a Single Tile of Pied de Poule (Houndstooth) — Loe M.G. Feijs
• Turning Math into Dance: Lessons from Dancing My PhD — Nancy Scherich
• Two-Layer Woven Surfaces with Planar Faces — Ulrich Reitebuch; Eric Zimmermann; Konrad Polthier
• Using Math to Create a Musical Sandbox — Esmee Verschoor; Alyssa Eggersgluss; Collin Goldbach; AnnMarie Thomas; Allison Knoph
• Virtual Crocheting of Euclidean Planes in a 3-Sphere — Eryk Kopczyński; Dorota Celińska
• Visualizing Symmetry Subgroup Structures Using Simple Motifs — David A. Reimann
• Voronoi Diagrams: Didactical and Artistic Applications — Sandra Bento; Helena Ferreira; Andreia Hall
• Walking Around Trees: A 6-Letter ‘DNA’ for Baskets with Handles — James Mallos
• Weaving Double-Layered Polyhedra — Rinus Roelofs
• When Mathematics Meets Art: How Might Art Contribute to the Understanding of Mathematical Concepts? — Liora Nutov
• Which Integer Is the Most Mysterious? — Osmo Pekonen