Bridges 2003

Aus de_evolutionary_art_org
Version vom 12. Dezember 2014, 12:00 Uhr von Gbachelier (Diskussion | Beiträge) (Die Seite wurde neu angelegt: „ == Reference == Javier Barrallo, Jose Martfnez-Aroza, Nathaniel Friedman, Reza Sarhang, Juan Antonio Maldonado, Carlo Sequin: Bridges 2003, Mathematics, Music…“)

(Unterschied) ← Nächstältere Version | Aktuelle Version (Unterschied) | Nächstjüngere Version → (Unterschied)
Wechseln zu: Navigation, Suche

Reference

Javier Barrallo, Jose Martfnez-Aroza, Nathaniel Friedman, Reza Sarhang, Juan Antonio Maldonado, Carlo Sequin: Bridges 2003, Mathematics, Music, Art, Architecture, Culture. 6th Annual Bridges Conference, FACULTI OF SCIENCES, UNIVERSITI OF GRANADA, Alhambra, 2003.

DOI

Abstract

Extended Abstract

Reviews

Bibtex

Table of contents


  • Jay Bonner: Three Traditions of Self-Similarity in Fourteenth and Fifteenth Century Islamic Geometric Ornament. Pages 1–12
  • Carlo H. Séquin: Volution's Evolution. Pages 13–24
  • Godfried Toussaint: Classification and Phylogenetic Analysis of African Ternary Rhythm Timelines. Pages 25–36
  • Paul L. Rosin and Ralph R. Martin: Hidden Inscriptions in the Laurentian Library. Pages 37–44
  • Michael Mahan: Computers, Mathematics and Conceptual Art. Pages 45–52
  • Ricardo Zalaya and Javier Barallo: Mathematical Sculpture Classification. Pages 53–60
  • B. Lynn Bodner: Construction and Classifying Designs of al-Andalus. Pages 61–68
  • Tiziana Giorgi and Caryn Werner: Nodal Lines and Quasi-Space Filling Curves. Pages 69–76
  • Richard J. Krantz, Jack Douthett and Richard Plotkin: On the Perception of Tone. Pages 77–84
  • Gary R. Greenfield: Computational Aesthetics Based on Gaze Patterns. Pages 85–92
  • Kamon Jirapong and Robert J. Krawczyk: Seashell Architectures. Pages 93–100
  • Marc van Kreveld: Composable Art: Objects That Can Be Arranged in Many Ways. Pages 101–108
  • Lorna B. Hanes: Mathematics in Literature. Pages 109–118
  • Robert J. Krawczyk: Dimension of Time in Strange Attractors. Pages 119–126
  • Irene Rousseau: Geometric Mosaic Tiling on Hyperbolic Sculptures. Pages 127–134
  • David A. James, Loukas N. Kalisperis and Alice V. James: The Mathematics of Color-Reversing Decorative Friezes: Facades of Pirgí, Greece. Pages 135–142
  • Tomáš Staudek: Computer-Aided Aesthetic Evaluation of Visual Patterns. Pages 143–150
  • Dirk Fischer, Eric Goles and Mario Markus: Frieze-Generation Using Artificial Life. Pages 151–160
  • Jay Kappraff and Gary W. Adamson: A Unified Theory of Proportion. Pages 161–172
  • Bahman Kalantari: The Art in Polynomiography of Special Polynomials. Pages 173–180
  • Jin-Ho Park: Arraying Alternative Housing Archetypes: An Outline Resource. Pages 181–188
  • Jean-Marc Castera: Play with Infinity. Pages 189–196
  • John Sharp: Two Perspectives on Inversion. Pages 197–204
  • Eva Knoll and Simon Morgan: Finding the Dual of the Tetrahedral-Octahedral Space Filler. Pages 205–212
  • Robert G. Smits: Square Decompositions with Hyperbolic Consequences in Art, Chemical Physics and Mathematics. Pages 213–218
  • N.G. Nicolis: Polyhedral Designs of Detection Systems for Nuclear Physics Studies. Pages 219–228
  • Rinus Roelofs: Leonardo da Vinci's Bar Grids. Pages 229–234
  • Nicoletta Sala: Fractal Geometry and Self-Similarity in Architecture: An Overview Across the Centuries. Pages 235–244
  • Samuel Verbiese: Tangramoids. Pages 245–252
  • Andrzej Zarzycki: The Sundial, Beyond Form and Time ... Pages 253–256
  • Claude-Paul Bruter: The Poincaré Surprises. Pages 257–264
  • Gwen L. Fisher: Quilt Designs Using Non-Edge-to-Edge Tilings by Squares. Pages 265–272
  • Anna Campbell Bliss: An Extended Mural for a House of Mathematics. Pages 273–282
  • Johnathan Saggau: Hidden Geometry in Music of Bach and Schoenberg: Reflection, Rotation, Proportion. Pages 283–290
  • Stanley Spencer: An Introduction to the Tiling Properties of Precious Triangles. Pages 291–298
  • Domingo Gámez, Miguel Pasadas, Rafael Pérez and Ceferino Ruiz: NEC Polygonal Groups and Tessellations. Pages 299–306
  • Benjamin Wells: Mathematics & Esthetics - Science and Art in the Bay Area. Pages 307–314
  • George W. Hart: Sculpture form Symmetrically Arranged Planar Components. Pages 315–322
  • Javier Bilbao Landatxe and Jorge Lázaro Domínguez: Easy Digitalization and Representation of Three-Dimensional Maps. Pages 323–330
  • Julyan H.E. Cartwright, Diego L. González, Oreste Piro and Domenico Stanzial: Dynamical Systems: A Golden Gate from Auditory Physiology to Musical Aesthetics? Pages 331–338
  • Jane Burry and Mark Burry: Introducing Simple Arithmetic and Geometric Series in Complex Parametric Modeling. Pages 339–346
  • Ozayr S. Saloojee: Abraham as Bridge and Mediator: A Metaphoric Reflection on the Alhambra. Pages 347–352
  • Jolly Thulaseedas and Robert J. Krawczyk: Möbius Concepts in Architecture. Pages 353–360
  • Stephen Eberhart: On the Shapes of Water Fountains and Times Tables. Pages 361–366
  • A. Delgado Olmos and L. Márquez García: Lengthening, Expansion and Torsion: Three Geometric Operations for Aesthetics Creation. Pages 367–374
  • Douglas Norton: Mathematical Bridges to Philosophy and Theology. Pages 375–382
  • Brent Collins, Steve Reinmuth, Dan Schwalbe, Carlo Séquin and Stan Wagon: Whirled White Web: Art and Math in Snow. Pages 383–392
  • Mary C. Williams: Quilts Inspired by Mathematics. Pages 393–400
  • Benigna Chilla: Geometric Designs in Architecture and Textiles Revisited and Reconstructed Through Layered Planar Geometry. Pages 401–406
  • María Antonia Castro and María José Pérez-Luque: Fractal Geometry Describes the Beauty of Infinity in Nature. Pages 407–414
  • Vera W. de Spinadel: Number Theory and Art. Pages 415–422
  • Miroslav Lovric: Magic Geometry: Mosaics in the Alhambra. Pages 423–432
  • Mª Francisca Blanco and Miriam Pisonero: Graphs and Circulation in Rural Housing. Pages 433–440
  • Reza Sarhangi, Gabriele Meiselwitz and Goran Trajkovski: Diversifying the Curriculum: The Tessellations Case. Pages 441–448
  • Michele Emmer: The "Mathematics and Culture" Project. Pages 449–458
  • Raymond Tennant: Islamic Constructions: The Geometry Needed by Craftsmen. Pages 459–464
  • Manuel A. Báez: Developmental Morphology: X, Y & Z Coordination as a Dynamic and Generative Cellular Process. Pages 465–472
  • Marjan Ghannad: A Study on the North Dome of Masjid-I-Jami Isfahan. Pages 473–484
  • Marion D. Cohen: Crossing the Equal Sign. Pages 485–492
  • Chris Hardaker: Great Kiva Design in Chaco Canyon: An Archaeology of Geometry. Pages 493–502
  • Paul Gailiunas: Petrie Polygons. Pages 503–510
  • Katrina Hebb: The Mathematics of Quilting: A Quilter's Tacit Knowledge of Symmetry, Tiling and Group Theory. Pages 511–520
  • Douglas Dunham: Hyperbolic Spirals and Spiral Patterns. Pages 521–528
  • John M. Sullivan: Optimal Geometry as Art. Pages 529–532
  • Chris K. Palmer: Folding Polyhedra and Painting Mosaics. Pages 533–540
  • Jennifer Angus: A Patterned Life - Abstract. Pages 541–543
  • Ann Hanson: Origami: A Good Way to Communicate Mathematics - Abstract. Pages 544–544
  • Sharol Nau: Goldbach Tilings - Abstract. Pages 545–546
  • Susan Happersett: Conceptual Art and Algorithms - Abstract. Pages 547–548
  • Steve Whealton: Symmetry and Trigonometry - Abstract. Pages 549–550
  • Stephen Luecking: Digital Monoprints: Mining Conchoid Nets - Abstract. Pages 551–552
  • Gwen L. Fisher and Elsa Medina: Cayley Tables as Quilt Designs - Abstract. Pages 553–554
  • Michael de Villiers: Duality: A Common Thread in Math, Science, Literature and Art? - Abstract. Pages 555–556
  • Ann Hanson, Paula Frohele, Carol Haliday-McQueen and Renee Hansen: An Interdisciplinary Study of an Archetype: Across Cultures and Disciplines - Abstract. Pages 557–557
  • Lorella Di Cintio: Space Blanket - Abstract. Pages 558–558
  • Clifford Singer: On Mathematics in Art - Abstract. Pages 559–560
  • Guney Kurdak: The Relationship among Proportions, Ottoman-Turkish Music and Architecture - Abstract. Pages 561–561
  • Ulrich Mikloweit: Polyhedra in "Polyart" Style - Abstract. Pages 562–562
  • Mohamed Nada and Khaled M. Nassar: An Evaluation Approach for Circulation in Buildings - Abstract. Pages 563–563
  • Khaled M. Nassar and Mohamed Nada: Discrete-Event Activity Simulation for Predicting Occupants' Movements in Buildings - Abstract. Pages 564–564
  • Robert V. Moody: Why Do Penrose Tilings Diffract? - Abstract. Pages 565–566
  • Kathleen Hyndman: My Use of Number Sequence and Geometry in Art - Abstract. Pages 567–568
  • Veryan Weston: New Pentatonic Scale Relationships with Visual Parallels - Abstract. Pages 569–570
  • Akio Hizume: Hexa-Twistor Triangular Section - Abstract. Pages 571–572
  • Masoud Norouzian and Shadman Shokravi: Some Mathematical Patterns in the Analysis of Selection and Deletion in Modern Short Stories - Abstract. Pages 573–574
  • Imameddin Amiraslanov: Golomb Rep-Tiles and Fractals - Abstract. Pages 575–576
  • Benjamin Wells: Two Geometric Sculptures with Distant Ontogenies - Abstract. Pages 577–577
  • Andrzej Zarzycki: The Collapse Series - Abstract. Pages 578–578
  • Stan T. Yoshinobu: Connecting Writing and Contextual Development with Mathematics in Introductory College Math Courses - Abstract. Pages 579–579
  • F. Blanco, E. Reyes and C. Santamarina: Geometry in Dali's Painting - Abstract. Pages 580–580
  • Nur Urfalıoglu and Zafer Sagdıc: The Mathematical Characterization of 19th Century Enlightenment on Ottoman Architecture - Abstract. Pages 581–581
  • Hourieh Mashayekh: Wisdom in Art: Mathematics in Islamic Architecture in Iran - Abstract. Pages 582–582
  • Manuel Couceiro: Topological Perspective - The Concept - Abstract. Pages 583–584
  • Marina Korsakova-Kreyn: Music - Sounding Proportions in Motion - Abstract. Pages 585–586
  • Jiyun Park: Labyrinth as Myth, Metaphor and Model - Abstract. Pages 587–588


Links

Full Text

http://archive.bridgesmathart.org/2003/index.html

intern file

Sonstige Links

http://www.isama.org/conf/isama03/