2008

86 analyzed Bridges papers.

• A “Circle Limit III” Backbone Arc Formula — Douglas Dunham; Luns Tee2
• A Closer Look at Jamnitzer’s Polyhedra — Albert van den Broeke; Zsófia Ruttkay
• A Comparative Phylogenetic-Tree Analysis of African Timelines and North Indian Talas — Eric Thul; Godfried T. Toussaint
• A Computer Aided Geometric Model of a Ten-Plane Polyhedral Transformation — Robert McDermott; Will Hawkins
• A Fractal Crystal Comprised of Cubes and Some Related Fractal Arrangements of other Platonic Solids — Robert W. Fathauer; Hank Kaczmarski; Nicholas Duchnowski
• A Geometric Model Applied To Urban Order — Cristina Argumedo; Ma Francisca Blanco; Dora Giordano; Miriam Pisonero
• A Guide to Creating Escher-like Bird Motif Tessellations — David R. M. Bailey
• A Sangaku Revived — Zsófia Ruttkay
• Aesthetic Beauty of Rotation — Ergun Akleman; Vinod Srinivasan
• Artistic ideas regarding ‘Print Gallery’ by M.C. Escher — andreGénard
• Building a Möbius Bracelet Using Safety Pins: A Problem of Modular Arithmetic and Staggered Positions — Eva Knoll
• Can Geometry Create Art? — András Bezdek
• Color Mixing using Colliding Particles — Gary R. Greenfield
• Connected Holes — Rinus Roelofs
• Connecting Mathematics and the Arts through the Magic of Escher for Elementary School Students — Marilyn Sue Ford; Sarae Gold
• Connecting the Dots: The Ins and Outs of TSP Art — Robert Bosch
• Cosmati Pavements: The Art of Geometry — Tristram de Piro
• Counting the Number of Site Swap Juggling Patterns with Respect to Particular Ceilings — Carl Bracken
• Coxeter Groups in Colored Tilings and Patterns — Glenn R. Laigo; Ia Kristine D. Puzon; Ma. Louise Antonette N. De Las Peñas
• Create a Mathematical Banner Using the Lute, the Sacred Cut, and the Spidron — Elaine Krajenke Ellison
• Background Ambiguity — Douglas McKenna
• Diffusion Processes and Light Installations: Mathematics, Visualisation, and Perception — Mike Kostner; Arjan Kuijper; Franz Schubert
• Doyle Spiral Circle Packings Animated — Alan Sutcliffe
• Edge-Based Intersected Polyhedral Paper Sculptures Constructed by Interlocking Slitted Planar Pieces — Jace Miller; Ergun Akleman
• Fibonacci Tornado Phyllotaxy spirals consisting of all similar triangles — Akio Hizume
• Four Bar Linkages — Paul Gailiunas
• From Sierpinski Triangle to Fractal Flowers — Anne M. Burns
• Hammam: Bath House, an Ancient Heritage in Iran — Hourieh Mashayekh; Hayedeh Mashayekh
• Hankin’s ‘Polygons in Contact’ Grid Method for Recreating a Decagonal Star Polygon Design — B. Lynn Bodner
• Image Stitching: From Mathematics to Arts — Franz Schubert; Arjan Kuijper; Mike Kostner
• Imaging, Mathematics, and Art — Arjan Kuijper; Helma Kuijper
• Inpainting of Ancient Austrian Frescoes — Wolfgang Baatz; Massimo Fornasier; Peter A. Markowich; Carola-Bibiane Schönlieb
• Interactive 3D Simulation of Escher-like Impossible Worlds — E.M. Orbons; Zs. Ruttkay
• Interactive Demonstrations with Mathematica 6 — Sándor Kabai
• Intricate Isohedral Tilings of 3D Euclidean Space — Carlo H. Séquin
• Juno’s Spinner Truncated Icosahedron — Junichi Yananose
• Lessons in Duality and Symmetry from M.C. Escher — Doris Schattschneider
• Making Patterns on the Surfaces of Swing-Hinged Dissections — Reza Sarhangi
• Manipulating Images with Fractal Julia Sets — Stanley Spencer
• MasterPiece: interactive evolution in visual domain — Artemis Moroni; Rafael Bocaletto Maiolla; Jônatas Manzolli
• Mathematical Beauty in Architecture — Huib Koman; Stephan Luijks; Arno Pronk
• Mathematical Eyes on Intercultural Communication Processes — Mara Alagic; Glyn Rimmington
• Mathematical Secrets of Seven — Susan McBurney
• Mathematics and Arts: Finding the Horizon of Understanding for Arts Students — Hartmut F. W. Höft; Joanne Caniglia
• Mathematics in Rangolee Art from India — Madhuri Bapat
• Medieval Islamic Architecture, Quasicrystals, and Penrose and Girih Tiles: Questions from the Classroom — Raymond Tennant
• Metamorphosis in Escher’s Art — Craig S. Kaplan
• Module-Based Sculptural Constructions — Roland de Jong Orlando
• Moiré — Koert Feenstra
• Neo-Riemannian Geometry — Rachel W. Hall
• Painting the Total Picture — Dick Termes
• Pattern by Design – Not by Chance — M.A. Hann; B.G. Thomas
• Patterning by Projection: Tiling the Dodecahedron and other Solids — B.G. Thomas; M.A. Hann
• Perspective Drawings of Lattices — Chaim Goodman-Strauss; Hop David
• Polyhedra with Equilateral Heptagons — Marcel Tünnissen
• Porter’s Golden Section, Experimentally — Chris Bartlett; D Huylebrouck
• Procedural Generation of Sculptural Forms — George W. Hart
• Projecting Mathematical Curves with Laser Light: A Tribute to Ptolemy — Merrill Lessley; Paul Beale
• Pull-up Patterned Polyhedra: Platonic Solids for the Classroom — E.B. Meenan; B.G. Thomas
• Recursion, Symmetry & Tessellation with Software based Video Feedback Systems — Paul Prudence
• Sculpting from the Inside Out “540 Hidden Split Torus” — Karel Vreeburg
• Shape and Transformations — Marcela Carolina Franco
• Some Interesting Observations Regarding the Spidrons — Daniel Erdély; Walt van Ballegooijen
• Some Regular Toroids — Lajos Szilassi
• Spatial Anisotropy in Aesthetic Impression of Simple Color Arrangement Patterns — Toshihiro Bando
• SUDOKU Puzzle Generates a Minimal Art Sculpture — Hans Kuiper
• Systematic Approaches To Color Interaction: Limited Palettes For Simultaneous Contrast Effects — James Mai
• Teaching Group Theory Using Portraits of Groups — Jay Zimmerman
• TENSEGRITIES. Design, Analysis and Constructing. — Jan W. Marcus
• Ternary Codes in Psychology, Culture, and Art: Information Roots — Vladimir Petrov; Lidia Mazhul
• The Art of Equations — Lin Hsin Hsin
• The Borromean Rings: A Video about the New IMU Logo — Charles Gunn; John M. Sullivan
• The Brachistochrone Problem, between Euclidean and Hyperbolic — Robert Smits
• The Catenary Art, Architecture, History, and Mathematics — Gail Kaplan
• The Hidden Art in a Dynamic Geometry Software Program — Evan G. Evans; Reza Sarhangi
• The Mathematics of Mitering and Its Artful Application — Tom Verhoeff; Koos Verhoeff
• The Mathematics of the Channel Anamorphosis — James L. Hunt; John Sharp
• The Maths of Churches, Mosques, Synagogues and Temples — Jenny Gage
• The sculpture Manifold: a band from a surface, a surface from a band — Bernd Krauskopf; Hinke M. Osinga; Benjamin Storch
• The Speed of Mathematics — Javier Barrallo
• The Tangramoid: Recent Developments — Samuel Verbiese
• Three Musical Geometries — Dmitri Tymoczko
• Triblock Origami Spheroid Workshops — Keh-Ming Lu; Alan S Tsaur; Feng-Tse Chuang
• Using Binary Numbers in Music — Vi Hart
• Using D-Forms to Create a Calder Type Mobile — Eva Knoll; John Sharp; Roger Tobie
• Visualization of Rhyme Patterns in Two Sonnet Sequences — Laura J. George; Hartmut F. W. Hoft