2003
95 analyzed Bridges papers.
- A Patterned Life — Jennifer Angus
- A Study on the North Dome of Masjid-i-Jami Isfahan — Marjan Ghannad
- A Unified Theory of Proportion — Jay Kappraff; Gary W. Adamson
- Abraham as Bridge and Mediator: A Metaphoric Reflection on the Alhambra — Ozayr S. Saloojee
- An Evaluation Approach for Circulation in Buildings — Mohamed Nada; Khaled M. Nassar
- An Extended Mural for a House of Mathematics — Anna Campbell Bliss
- An Interdisciplinary Study of an Archetype: Across Cultures and Disciplines — Ann Hanson; Paula Frohele; Carol Haliday-McQueen; Renee Hansen
- An Introduction to the Tiling Properties of Precious Triangles — Stanley Spencer
- Arraying Alternative Housing Archetypes: An Online Resource — Jin-Ho Park
- Cayley Tables as Quilt Designs — Gwen L. Fisher; Elsa Medina
- Classification and Phylogenetic Analysis of African Ternary Rhythm Timelines — Godfried Toussaint
- Composable Art: Objects That Can Be Arranged in Many Ways — Marc van Kreveld
- Computational Aesthetics Based On Gaze Patterns — Gary R. Greenfield
- Computer-Aided Aesthetic Evaluation of Visual Patterns — Tomáš Staudek
- Computers, Mathematics And Conceptual Art — Michael Mahan
- Conceptual Art and Algorithms — Susan Happersett
- Connecting Writing and Contextual Development with Mathematics in Introductory College Math Courses — Stan T Yoshinobu
- Constructing and Classifying Designs of al-Andalus — B. Lynn Bodner
- Crossing the Equal Sign — Marion D. Cohen
- Developmental Morphology: X, Y, & Z Coordination as a Dynamic and Generative Cellular Process — Manuel A. Báez
- Digital Monoprints: Mining Conchoid Nets — Stephen Luecking
- Dimension of Time in Strange Attractors — Robert J. Krawczyk
- Discrete-Event Activity Simulation for Predicting Occupants’ Movements in Buildings — Khaled M. Nassar; Mohamed Nada
- Duality: A Common Thread in Math, Science, Literature, and Art? — Michael de Villiers
- Dynamical Systems: A Golden Gate from Auditory Physiology to Musical Aesthetics? — Julyan H. E. Cartwright; Diego L. González; Oreste Piro; Domenico Stanzial
- Easy digitalization and representation of three-dimensional maps — Javier Bilbao Landatxe; Jorge Lázaro Domínguez
- Finding the Dual of the Tetrahedral-Octahedral Space Filler — Eva Knoll; Simon Morgan
- Folding Polyhedra and Painting Mosaics — Chris K. Palmer
- Fractal Geometry And Self-Similarity In Architecture: An Overview Across The Centuries — Nicoletta Sala
- Fractal Geometry Describes the Beauty of Infinity in Nature — María Antonia Castro; María José Pérez-Luque
- Frieze-Generation Using Artificial Life — Dirk Fischer; Eric Goles; Mario Markus
- Geometric Designs in Architecture and Textiles Revisited and Reconstructed Through Layered Planar Geometry — Benigna Chilla
- Geometric Mosaic Tiling on Hyperbolic Sculptures — Irene Rousseau
- Geometry in Dali’s Painting — F. Blanco; E. Reyes; C. Santamarina
- Goldbach Tilings — Sharol Nau
- Golomb Rep-Tiles and Fractals — Imameddin Amiraslanov
- Graphs and Circulation in Rural Housing — Mª Francisca Blanco; Miriam Pisonero
- Great Kiva Design in Chaco Canyon: An Archaeology of Geometry — Chris Hardaker
- Hexa-Twistor Triangular Section — Akio Hizume
- Hidden Geometry in Music of Bach and Schoenberg: Reflection, Rotation, Proportion — Jonathan Saggau
- Hidden Inscriptions in the Laurentian Library — Paul L. Rosin; Ralph R. Martin
- Hyperbolic Spirals and Spiral Patterns — Douglas Dunham
- Introducing Simple Arithmetic and Geometric Series in Complex Parametric Modeling — Jane Burry; Mark Burry
- Islamic Constructions: The Geometry Needed by Craftsmen — Raymond Tennant
- Labyrinth as Myth, Metaphor and Model — Jiyun Park
- Lengthening, Expansion and Torsion: Three Geometric Operations for Aesthetics Creation — Delgado Olmos, A.; Márquez García, L.
- Leonardo da Vinci’s Bar Grids — Rinus Roelofs
- Magic Geometry: Mosaics in the Alhambra — Miroslav Lovric
- Mathematical Bridges to Philosophy and Theology — Douglas Norton
- Mathematical Sculpture Classification — Ricardo Zalaya; Javier Barrallo
- Mathematics and Esthetics — Science and Art in the Bay Area — Benjamin Wells
- Mathematics in Literature: A Continued Exploration of the Use of Mathematical Concepts In the Works of Jorge Luis Borges — Lorna B Hanes
- Music – Sounding Proportions in Motion — Marina Korsakova-Kreyn
- My Use of Number Sequence and Geometry in Art — Kathleen Hyndman
- Möbius Concepts in Architecture — Jolly Thulaseedas; Robert J Krawczyk
- NEC Polygonal Groups and Tessellations — Domingo Gámez; Miguel Pasadas; Rafael Pérez; Ceferino Ruiz
- New Pentatonic Scale Relationships with Visual Parallels — Veryan Weston
- Nodal Lines and Quasi-Space Filling Curves — T. Giorgi; C. Werner
- Number Theory and Art — Vera W. de Spinadel
- On Mathematics in Art — Clifford Singer
- On the Perception of Tone — Richard J. Krantz; Jack Douthett; Richard Plotkin
- On the Shapes of Water Fountains and Times Tables — Stephen Eberhart
- Optimal Geometry as Art — John M. Sullivan
- Origami: A Good Way to Communicate Mathematics — Ann Hanson
- Petrie Polygons — Paul Gailiunas
- Play with Infinity — Jean-Marc Castera
- Polyhedra in “Polyart” Style — Ulrich Mikloweit
- Polyhedral Designs of Detection Systems for Nuclear Physics Studies — N.G. Nicolis
- Quilt Designs Using Non-Edge-to-Edge Tilings by Squares — Gwen L. Fisher
- Quilts Inspired by Mathematics — Mary C. Williams
- Sculpture from Symmetrically Arranged Planar Components — George W. Hart
- Seashell Architectures — Kamon Jirapong; Robert J. Krawczyk
- Some Mathematical Patterns in the Analysis of Selection and Deletion in Modern Short Stories — Masoud Norouzian; Shadman Shokravi
- Space Blanket — Lorella Di Cintio
- Square Decompositions with Hyperbolic Consequences in Art, Chemical Physics and Mathematics — Robert G. Smits
- Symmetry and Trigonometry — Steve Whealton
- Tangramoids — Samuel Verbiese
- Tessellations: A Tool for Diversity Infusions in the Curriculum — Reza Sarhangi; Gabriele Meiselwitz; Goran Trajkovski
- The Art in Polynomiography of Special Polynomials — Bahman Kalantari
- The Collapse Series — Andrzej Zarzycki
- [[papers/2003/bridges2003-581|The Mathematical Characterization of Century Enlightment on Ottoman Architecture]] — Nur Urfahoglu; Zafer Sagdıc
- The Mathematics of Color-Reversing Decorative Friezes: Façades of Pirgi, Greece — David A. James; Loukas N. Kalisperis; Alice V. James
- The Mathematics of Quilting: A Quilter’s Tacit Knowledge of Symmetry, Tiling, and Group Theory — Katrina Hebb
- The Poincaré Surprises — Claude-Paul Bruter
- The Relationship among Proportions, Ottoman-Turkish Music and Architecture — Guney Kurdak
- The Sundial, Beyond the Form and Time… — Andrzej Zarzycki
- The “Mathematics and Culture” Project — Michele Emmer
- Three Traditions of Self-Similarity in Fourteenth and Fifteenth Century Islamic Geometric Ornament — Jay Bonner
- Topological Perspective – The Concept — Manuel Couceiro
- Two Geometric Sculptures with Distant Ontogenies — Benjamin Wells
- Two Perspectives on Inversion — John Sharp
- Volution’s Evolution — Carlo H. Séquin
- Whirled White Web: Art and Math in Snow — Brent Collins; Steve Reinmuth; Dan Schwalbe; Carlo Séquin; Stan Wagon
- Why Do Penrose Tilings Diffract? — Robert V. Moody
- Wisdom in Art: Mathematics in Islamic Architecture in Iran — Hourieh Mashayekh