Searching Bridges Papers
Using Google
You can use site-specific Google search by entering your query in the Google search box at the top of the sidebar. Note that Google does not support site-specific Google Scholar searching; however, if you visit Google Scholar, you can use an advanced search to restrict yourself to articles published in Bridges.
Category searching
We assign every Bridges paper to one or more categories. Click on one of the categories below to view all papers contained in that category. Results will appear below.
Architecture/Design Art/Sculpture Education Geometry Letters/Poetry Math/Logic Music Origami/Tessellation Pattern/Symmetry/Sets Perception/Culture Physics/Acoustics Full List
Text searching
Alternatively, you can write a generic query for any text contained in the paper's title, author list, or keywords. Simply enter your text below and click on the search button. Results will appear below.
Results: Category "math\logic" (Page 5)
Chaos – The Movie
Bridges 2009 Pages 345–346
The Frustrated Mathematician
Bridges 2009 Pages 347–348
An Optical Demonstration of Fractal Geometry
Bridges 2009 Pages 349–350
Chaos, Complexity, and Creativity
Bridges 2009 Pages 355–362
Exploring Some of the Mathematical Properties of Chains
Bridges 2009 Pages 379–382
Workshop on The Fusion Project: Bridging Art Museums and Middle School Math Teachers
Bridges 2009 Pages 395–402
Visual and Logical Beauty in Mathematics
Bridges 2010 Pages 2–2
Poetry Inspired by Mathematics
Bridges 2010 Pages 35–42
About Weaving and Helical Holes
Bridges 2010 Pages 75–84
Creating and Modifying Images Using Newton's Method for Solving Equations
Bridges 2010 Pages 183–190
Using Mathematics in Art
Bridges 2010 Pages 191–198
Regular Polyhedral Lattices of Genus 2: 11 Platonic Equivalents?
Bridges 2010 Pages 199–206
Expanding the Mandelbrot Set into Higher Dimensions
Bridges 2010 Pages 247–254
Everything is Number—Mathematics Meets Arts
Bridges 2010 Pages 329–334
Aesthetic and Mathematical Research: A Comparism with two Examples
Bridges 2010 Pages 359–362
Beautiful Homework: The Artists' Critique Group in the Mathematics Classroom
Bridges 2010 Pages 371–374
Parabolic Connections: Linking History, Art, Acoustics, and Mathematics
Bridges 2010 Pages 375–378
Mathematical Models for Argentine Tango
Bridges 2010 Pages 415–418
Creating Cartoon Images with Functions: A Pedagogical Project
Bridges 2010 Pages 435–438
Chaos, Noise, Randomness and Coincidence as Constitutional for Generative Art
Bridges 2010 Pages 467–470
Seeing with the Mind: from the Matrix into the Cloud
Bridges 2010 Pages 471–474
Mandel-Bach Journey: A Marriage of Musical and Visual Fractals
Bridges 2010 Pages 475–478
The Sunflower Spiral and the Fibonacci Metric
Bridges 2010 Pages 483–486
Classification and Comparison of Different Folk Music Traditions Using Self Learning Algorithms
Bridges 2010 Pages 487–490
Matière of Painting Analyzed by Wavelet Transform
Bridges 2010 Pages 491–492
Use of Pseudo Functions in Digital Creation
Bridges 2010 Pages 501–502
Mathematical Balloon Twisting for Education
Bridges 2010 Pages 515–522
Workshop on Mathematics and Dance
Bridges 2010 Pages 551–554
Programming for Artists with Processing
Bridges 2010 Pages 555–558
Using Roller Coasters to Bridge Mathematics, Science and the Arts
Bridges 2010 Pages 559–560
The Poetry of Prime Numbers
Bridges 2011 Pages 17–24
A New Kind of Three-Dimensional Anamorphosis
Bridges 2011 Pages 33–38
The Art of Complex Flow Diagrams
Bridges 2011 Pages 51–58
Abacaba! – Using a Mathematical Pattern to Connect Art, Music, Poetry and Literature
Bridges 2011 Pages 89–96
Photographic Fractal Trees
Bridges 2011 Pages 105–112
Sentinels: Sculptures Inspired by the Native Americans' Culture
Bridges 2011 Pages 113–120
Algorithmic Fluid Imagery
Bridges 2011 Pages 155–162
Rigge Envelopes as Art Inspiration
Bridges 2011 Pages 171–178
Sudoku Art
Bridges 2011 Pages 187–194
Smooth Self-Similar Curves
Bridges 2011 Pages 209–216
Operation Comics: The Story Continues
Bridges 2011 Pages 225–232
A Formal Approach for High-Level Automatic Rhythm Generation
Bridges 2011 Pages 233–240
Phi Divisions of the Square: a Categorization of Composition Strategies
Bridges 2011 Pages 241–248
Opt Art: Special Cases
Bridges 2011 Pages 249–256
“Without Emotion, There Is Nothing Left But Burden”: Teaching Mathematics Through Heathcote's Improvisational Drama
Bridges 2011 Pages 329–336
Performing Mathematical Magic
Bridges 2011 Pages 351–356
At What Level Do Mathematical References Act In Contemporary Architecture?
Bridges 2011 Pages 431–434
20 Seconds Into the Future: Narrative Space for Maths Motivations
Bridges 2011 Pages 435–438
Mathematical Furniture
Bridges 2011 Pages 439–442
Story Telling with a Mathematical Flavor
Bridges 2011 Pages 475–478