Bridges 2006

Aus de_evolutionary_art_org
Wechseln zu: Navigation, Suche


Reference

Reza Sarhangi and John Sharp: Bridges 2006, Mathematics, Music, Art, Architecture, Culture. 9th Annual Bridges Conference, London, 2006. ISBN: 0-9665201-7-3

DOI

Abstract

Extended Abstract

Reviews

Bibtex

Table of contents

  • Brady Peters and Xavier DeKestellier: The Work of Foster and Partners Specialist Modelling Group. Pages 9–12
  • Louis H. Kauffman: The Borromean Rings - A Tripartite Topological Relationship. Pages 13–18
  • Dorothy K. Washburn and Donald W. Crowe: Cultural Insights from Symmetry Studies. Pages 19–24
  • Caroline Series and David Wright: Non-Euclidean Symmetry and Indra's Pearls. Pages 25–32
  • Simon Thomas: Love, Understanding, and Soap Bubbles. Pages 33–40
  • John Rigby: Creating Penrose-type Islamic Interlacing Patterns. Pages 41–48
  • Justin Collannino, Francisco Gómez and Godfried T. Toussaint: Steve Reich's Clapping Music and the Yoruba Bell Timeline. Pages 49–58
  • Mike Field: Illuminating Chaos - Art on Average. Pages 59–60
  • Jacqui Carey: Bridging the gap - a Search for a Braid Language. Pages 61–68
  • Sergei Zagny: Magic Stars and Their Components. Pages 69–72
  • Stanley Spencer: Introducing the Precious Tangram Family. Pages 73–78
  • Erik D. Demaine, Martin L. Demaine, Perouz Taslakian and Godfried T. Toussaint: Sand Drawings and Gaussian Graphs. Pages 79–88
  • Tony Cao and Jin-Ho Park: Symmetric Characteristics of Traditional Hawaiian Patterns: a Computer Model. Pages 89–96
  • Bradford Hansen-Smith: Circle Folded helices. Pages 97–104
  • Frits Göbel: The Taming of Roelofs Polyhedra. Pages 105–108
  • Ken Kahn: A Program to Interpolate (and Extrapolate) between Turtle Programs. Pages 109–114
  • Russell Jay Hendel: The Programmer as Poet. Pages 115–116
  • John M. Sullivan: Minkowski Sums and Spherical Duals. Pages 117–122
  • Kate Mackrell: Polygon Foldups in 3D. Pages 123–130
  • Jay Zimmerman: Portraits of Groups. Pages 131–134
  • Ward Douglas Maurer: A New Use of the Basic Mathematical Idea of Twelve-Tone Music. Pages 135–136
  • James Mai and Daylene Zielinski: A Braided Effort: A Mathematical Analysis of Compositional Options. Pages 137–144
  • Ergun Akleman and Cem Yuksel: On a Family of Symmetric, Connected and High Genus Sculptures. Pages 145–150
  • Douglas G. Burkholder: Affine Regular Pentagon Sculptures. Pages 151–152
  • Maureen Harris: The Effect of Music-Enriched Instruction on the Mathematics Scores of Pre-School Children. Pages 153–156
  • Jean-Marc Castera: Teaching Arabesque. Pages 157–160
  • Rinus Roelofs: Slide-Together Structures. Pages 161–170
  • Susan McBurney: Repeated Figures. Pages 171–174
  • B. Lynn Bodner: Seville's Real Alcázar: Are All 17 Planar Crystallographic Groups Represented Here? Pages 175–180
  • Carla Farsi: Math must be Beautiful. Pages 181–182
  • Richard J. Krantz and Jack Douthett: The Integrated Scale Desirability Function: A Musical Scale Consonance Measure Based on Perception Data. Pages 183–190
  • Sharol Nau: Tiled Artworks Based on the Goldbach Conjecture. Pages 191–194
  • George W. Hart: Sculpture Puzzles. Pages 195–202
  • Robert Craig: The Mechanical Drawing of Cycloids, The Geometric Chuck. Pages 203–210
  • Barbara Setsu Pickett: Sashiko: the Stitched Geometry of Rural Japan. Pages 211–214
  • Juan B. Gutierrez: Literatronic: Use of Hamiltonian Cycles to Produce Adaptivity in Literary Hypertext. Pages 215–222
  • Robyn Taylor, Pierre Boulanger and Daniel Torres: Responsive Visualization for Musical Performance. Pages 223–230
  • Michael Mahan: The Necessity of Time in Perception of Three Dimensions: A Preliminary Inquiry. Pages 231–236
  • Eva Knoll and Mary Crowley: An Interactive/Collaborative Su Doku Quilt. Pages 237–244
  • Carlo H. Séquin: Patterns on the Genus-3 Klein Quartic. Pages 245–254
  • Hinke M. Osinga and Bernd Krauskopf: The Lorenz Manifold: Crochet and Curvature. Pages 255–260
  • Rachel W. Hall: Playing Musical Tiles. Pages 261–268
  • Zafer Sagdic: Mathematics and the Architecture: The Problem and Theory in Pre-Modern Cultures. Pages 269–276
  • Moreno Andreatta, Carlos Agon Amado, Thomas Noll and Emmanuel Amiot: Towards Pedagogability of Mathematical Music Theory: Algebraic Models and Tiling Problems in Computer-aided Composition. Pages 277–284
  • David Springett: Streptohedrons (Twisted polygons). Pages 285–292
  • Robert W. Fathauer: Fractal Tilings Based on Dissections of Polyominoes. Pages 293–300
  • Jie Xu and Craig S. Kaplan: Vortex Maze Construction. Pages 301–308
  • Sergio Hernández, Carmen Perea, Irene Polo Blanco and Cayetano Ramírez "Tano": Models of Cubic Surfaces in Polyester. Pages 309–314
  • Elaheh Kheirandish: "Geometry" in Early Geometrical Disciplines: Representations and Demonstrations. Pages 315–318
  • Gary R. Greenfield: Ant Paintings using a Multiple Pheromone Model. Pages 319–326
  • Kaz Maslanka: Verbogeometry: The Confluence Of Words And Analytic Geometry. Pages 327–334
  • Paul Hildebrandt: Zome-inspired Sculpture. Pages 335–342
  • Tevfik Akgün, Ahmet Koman and Ergun Akleman: Developable Sculptural Forms of Ilhan Koman. Pages 343–350
  • James Mai and Daylene Zielinski: Constellations of Form: New Compositional Elements Related to Polyominoes. Pages 351–358
  • Robert McDermott: Transformations of Vertices, Edges and Faces to Derive Polyhedra. Pages 359–364
  • Jennifer Moore: Chromatic Fantasy: Music-inspired Weavings Lead to a Multitude of Mathematical Possibilities. Pages 365–370
  • Douglas M. McKenna: Asymmetry vs. Symmetry in a New Class of Space-Filling Curves. Pages 371–378
  • Tomás García-Salgado: Modular Perspective and Vermeer's Room. Pages 379–386
  • Zeynep Aktüre: On the Bridging Powers of Geometry in the Study of Ancient Theatre Architecture. Pages 387–394
  • Alvin Swimmer and Mary C. Williams: The Gemini Family of Triangles. Pages 395–402
  • Jack Tait: Taitographs: Drawings made by Machines. Pages 403–410
  • Richard Phillips: Photography and the Understanding Mathematics. Pages 411–418
  • Ramgopal Rajagopalan, Eric Hortop, Dania El-Khechen, Cheryl Kolak Dudek, Lydia Sharman, Fred Szabo, Thomas Fevens and Sudhir Mudhur: Inference and Design in Kuba and Zillij Art with Shape Grammars. Pages 419–428
  • David A. Richter and Scott Vorthmann: Green Quaternions, Tenacious Symmetry, and Octahedreal Zome. Pages 429–436
  • Meurig Beynon: Mathematics and Music - Models and Morals. Pages 437–444
  • Carl Fasano: Teaching Design Science: An Exploration of Geometric Structures. Pages 445–450
  • Douglas Dunham: More "Circle Limit III" Patterns. Pages 451–458
  • J.L. Hunt: J-F Niceron's La Perspective Curieuse Revisited. Pages 459–464
  • Craig S. Kaplan: A Meditation on Kepler's Aa. Pages 465–472
  • Stephen Luecking: Approximating Mathematical Surfaces with Spline Modelers. Pages 473–480
  • Jay Kappraff: The Lost Harmonic Law of the Bible. Pages 481–490
  • María Francisca Blanco Martín and Elena Elvira Nieto: New Ways in Symmetry. Pages 491–496
  • John Sharp: Linkages to Op-Art. Pages 497–502
  • Tony Wills: D-Forms: 3D Forms from Two 2D Sheets. Pages 503–510
  • Anne M. Burns: Visualizing Escape Paths in the Mandelbrot Set. Pages 511–516
  • Amina Buhler-Allen: The Math of Art: Exploring Connections between Math and Color Theory. Pages 517–520
  • Patricia Wackrill: Celtic Knotwork and Knot Theory. Pages 521–524
  • Carol Bier: Islamic Art: An Exploration of Patterns. Pages 525–532
  • Helmer Aslaksen: In Search of Demiregular Tilings. Pages 533–536
  • Samuel Verbiese: Tribute to the Atomium. Pages 537–540
  • Jakob Teitelbaum and Godfried Toussaint: RHYTHMOS: An Interactive System for Exploring Rhythm from the Mathematical and Musical Points of View. Pages 541–548
  • Dániel Erdély and Marc Pelletier: Spidron Domain: The Expanding Spidron Universe. Pages 549–550
  • Reza Sarhangi: An Introduction to Medieval Spherical Geometry for Artists and Artisans. Pages 551–560
  • Louise Mabbs: Fabric Sculpture - Jacob's Ladder. Pages 561–568
  • Nat Friedman: Eva Hild: Topological Sculpture from Life Experience. Pages 569–572
  • Gail Kaplan: Interdisciplinary Bridges: A Novel Approach for Teaching Mathematics. Pages 573–578
  • Clifford Singer: Concerning the Geometrical in Art. Pages 579–580
  • Paul Gailiunas: Knot Designs from Snowflake Curves. Pages 581–584
  • Hourieh Mashayekh and Hayedeh Mashayekh: Asymmetry in Persian Symmetrical Art and Architecture. Pages 585–586
  • Darius Zahedi: Cultural Statistics and Instructional Designs. Pages 587–594
  • David Rappaport: Musical Scales, Integer Partitions, Necklaces, and Polygons. Pages 595–598
  • Veryan Weston: 1927: Two Processes of Creating Form in Music. Pages 599–604
  • Ioan James: On Mathematics, Music and Autism. Pages 605–610
  • Mara Alagic and Paul Gailiunas: Mathematics Investigations in Art-Based Environments. Pages 611–616
  • Virginia Usnick and Marilyn Sue Ford: Moving Beyond Geometric Shapes: Other connections between Mathematics and the Arts for Elementary-grade Teachers. Pages 617–624
  • Evan G. Evans and Reza Sarhangi: A Geometric Inspection of Pennsylvanian Dutch Hex Signs. Pages 625–630
  • Stephen Luecking: Creating Sliceforms with 3D Modelers. Pages 631–638
  • Tevfik Akgün, Ahmet Koman and Ergun Akleman: Paper Sculptures with Vertex Deflection. Pages 639–640
  • Zafer Sagdic, Mujdem Vural and Gokce Tuna Taygun: Understanding the Mathematics Based Formulation on Dome Tessellation in Architect Skinan's Mosques Design. Pages 641–644
  • Paul F. Stang: Mandala and 5,6 and 7-fold Division of the Circle. Pages 645–646
  • Susan Happersett: Mathematical Book Forms for Teachers. Pages 647–648
  • Michael Round: The Aréte of Line Designs. Pages 649–650
  • Laura Shea: The Plato Bead: A Bead Dodecahedron. Pages 651–654
  • Robert McDermott: Building Simple and Not So Simple Stick Models. Pages 655–660
  • Ergun Akleman and Vinod Srinivasan: Topological Mesh Modeling. Pages 661–662
  • Tomás García-Salgado: Vermeer's "The Music Lesson" in Modular Perspective. Pages 663–664
  • Jean Marc Castera: Zellij Multipuzzle. Pages 665–666


Links

Full Text

http://archive.bridgesmathart.org/2006/index.html

intern file

Sonstige Links

http://www.lkl.ac.uk/events/bridges/index.html

Abgerufen von „http://de.evo-art.org/index.php?title=Bridges_2006&oldid=2190“