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Art/Sculpture   Education   Geometry   Letters/Poetry   Math/Logic   Music   Origami/Tessellation   Pattern/Symmetry/Sets   Perception/Culture   Physics/Acoustics   Full List  

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Results: Category "art\sculpture" (Page 6)

Metamorphosis in Escher’s Art
Craig S. Kaplan
Bridges 2008 Pages 39–46
Systematic Approaches to Color Interaction: Limited Palettes for Simultaneous Contrast Effects
James Mai
Bridges 2008 Pages 71–78
Building a Möbius Bracelet Using Safety Pins: A Problem of Modular Arithmetic and Staggered Positions
Eva Knoll
Bridges 2008 Pages 79–86
Sculpting from the Inside Out “540 Hidden Split Torus”
Karel Vreeburg
Bridges 2008 Pages 93–100
The Mathematics of the Channel Anamorphosis
James L. Hunt and John Sharp
Bridges 2008 Pages 149–154
Inpainting of Ancient Austrian Frescoes
Wolfgang Baatz, Massimo Fornasier, Peter A. Markowich and and Carola-Bibiane Schönlieb
Bridges 2008 Pages 163–170
Interactive 3D Simulation of Escher-like Impossible Worlds
E.M. Orbons and Zs. Ruttkay
Bridges 2008 Pages 201–208
The Mathematics of Mitering and its Artful Application
Tom Verhoeff and Koos Verhoeff
Bridges 2008 Pages 225–234
Connecting the Dots: The Ins and Outs of TSP Art
Robert Bosch
Bridges 2008 Pages 235–242
Manipulating Images with Fractal Julia Sets
Stanley Spencer
Bridges 2008 Pages 243–250
Making Patterns on the Surfaces of Swing-Hinged Dissections
Reza Sarhangi
Bridges 2008 Pages 251–258
Edge-Based Intersected Polyhedral Paper Sculptures Constructed by Interlocking Slitted Planar Pieces
Jace Miller and Ergun Akleman
Bridges 2008 Pages 259–264
Diffusion Processes and Light Installations: Mathematics, Visualisation, and Perception
Mike Kostner, Arjan Kuijper and and Franz Schubert
Bridges 2008 Pages 265–272
A Closer Look at Jamnitzer's Polyhedra
Albert van den Broeke and Zsófia Ruttkay
Bridges 2008 Pages 281–288
A Fractal Crystal Comprised of Cubes and Some Related Fractal Arrangements of other Platonic Solids
Robert W. Fathauer, Hank Kaczmarski and and Nicholas Duchnowski
Bridges 2008 Pages 289–296
Recursion, Symmetry & Tessellation with Software based Video Feedback Systems
Paul Prudence
Bridges 2008 Pages 305–310
Porter’s Golden Section, Experimentally
Chris Bartlett and D Huylebrouck
Bridges 2008 Pages 319–326
A “Circle Limit III” Backbone Arc Formula
Douglas Dunham and Luns Tee
Bridges 2008 Pages 341–346
Connecting Mathematics and the Arts through the Magic of Escher for Elementary School Students
Marilyn Sue Ford and Sarae Gold
Bridges 2008 Pages 347–352
Module-Based Sculptural Constructions
Roland de Jong Orlando
Bridges 2008 Pages 353–362
Painting the Total Picture
Dick Termes
Bridges 2008 Pages 363–368
Cosmati Pavements: The Art of Geometry
Tristram de Piro
Bridges 2008 Pages 369–376
The Tangramoid: Recent Developments
Samuel Verbiese
Bridges 2008 Pages 385–388
Image Stitching: From Mathematics to Arts
Franz Schubert, Arjan Kuijper and and Mike Kostner
Bridges 2008 Pages 401–404
Can Geometry Create Art?
András Bezdek
Bridges 2008 Pages 405–408
Masterpiece: Interactive Evolution in Visual Domain
Artemis Moroni, Rafael Bocaletto Maiolla and and Jônatas Manzolli
Bridges 2008 Pages 409–412
The Art of Equations
Lin Hsin Hsin
Bridges 2008 Pages 413–416
Moiré
Koert Feenstra
Bridges 2008 Pages 421–424
Mathematics in Rangolee Art from India
Madhuri Bapat
Bridges 2008 Pages 429–432
Artistic ideas regarding ‘Print Gallery’ by M.C. Escher
André Génard
Bridges 2008 Pages 449–452
A Guide to Creating Escher-like Bird Motif Tessellations
David R. M. Bailey
Bridges 2008 Pages 453–456
Mathematics and Arts: Finding the Horizon of Understanding for Arts Students
Hartmut F. W. Höft and Joanne Caniglia
Bridges 2008 Pages 463–464
Imaging, Mathematics, and Art
Arjan Kuijper and Helma Kuijper
Bridges 2008 Pages 473–474
SUDOKU Puzzle Generates a Minimal Art Sculpture
Hans Kuiper
Bridges 2008 Pages 475–476
Aesthetic Beauty of Rotation
Ergun Akleman and Vinod Srinivasan
Bridges 2008 Pages 477–478
The Speed of Mathematics
Javier Barrallo
Bridges 2008 Pages 479–480
The Hidden Art in a Dynamic Geometry Software Program
Evan G. Evans and Reza Sarhangi
Bridges 2008 Pages 481–482
Projecting Mathematical Curves with Laser Light: A Tribute to Ptolemy
Merrill Lessley and Paul Beale
Bridges 2008 Pages 483–484
Fibonacci Tornado: Phylotaxy Spirals consisting of all Similar Triangles
Akio Hizume
Bridges 2008 Pages 485–486
Spatial Anisotropy in Aesthetic Impression of Simple Color Arrangement Patterns
Toshihiro Bando
Bridges 2008 Pages 489–490
Mathematics Is Art
Erik Demaine and Martin Demaine
Bridges 2009 Pages 1–10
The Art of Iterated Function Systems with Expanding Functions
Philip Van Loocke
Bridges 2009 Pages 55–62
Bridging Art Museums and Middle School Math Classrooms
Benjamin Wells and Philip Wagner
Bridges 2009 Pages 69–78
Tubular Sculptures
Carlo H. Séquin
Bridges 2009 Pages 87–96
Art and Nonlinear Projection
John Brosz, Sheelagh Carpendale, Faramarz Samavati, Hao Wang and Alan Dunning
Bridges 2009 Pages 105–114
Using Polyhedral Stellations for Creation of Organic Geometric Sculptures
Vladimir Bulatov
Bridges 2009 Pages 193–198
Polyhedra Through the Beauty of Wood
Robert Rollings
Bridges 2009 Pages 199–206
Using Works of Visual Art to Teach Matrix Transformations
James Luke Akridge, Rachel Bowman, Peter Hamburger and Bruce Kessler
Bridges 2009 Pages 215–222
A Garden of Statistically Self-Similar Plants
Anne Burns
Bridges 2009 Pages 231–238
On Constructing a Virtual Loom
Susan McBurney
Bridges 2009 Pages 287–292