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Results: Category "all" (Page 14)
Math/Art Projects
Bridges 2007 Pages 431–432
Building Models to Transition from Dimension to Dimension
Bridges 2007 Pages 433–440
Exploring Cubes Woven on the Skew
Bridges 2007 Pages 441–444
Using Art to Teach Maths, Using Maths to Create Art
Bridges 2007 Pages 445–452
From Folding and Cutting to Geometry and Algorithms: Integrating Islamic Art into the Mathematics Curriculum
Bridges 2007 Pages 453–458
Zome Workshop
Bridges 2007 Pages 459–464
Lessons in Duality and Symmetry from M.C. Escher
Bridges 2008 Pages 1–8
The Sculpture Manifold: A Band from a Surface, a Surface from a Band
Bridges 2008 Pages 9–14
Color Mixing using Colliding Particles
Bridges 2008 Pages 15–20
Hankin’s ‘Polygons in Contact’ Grid Method for Recreating a Decagonal Star Polygon Design
Bridges 2008 Pages 21–28
Connected Holes
Bridges 2008 Pages 29–38
Metamorphosis in Escher’s Art
Bridges 2008 Pages 39–46
The Catenary: Art, Architecture, History, and Mathematics
Bridges 2008 Pages 47–54
Mathematical Beauty in Architecture
Bridges 2008 Pages 55–62
The Borromean Rings: A Video about the New IMU Logo
Bridges 2008 Pages 63–70
Systematic Approaches to Color Interaction: Limited Palettes for Simultaneous Contrast Effects
Bridges 2008 Pages 71–78
Building a Möbius Bracelet Using Safety Pins: A Problem of Modular Arithmetic and Staggered Positions
Bridges 2008 Pages 79–86
The Brachistochrone Problem between Euclidean and Hyperbolic
Bridges 2008 Pages 87–92
Sculpting from the Inside Out “540 Hidden Split Torus”
Bridges 2008 Pages 93–100
Patterning by Projection:Tiling the Dodecahedron and other Solids
Bridges 2008 Pages 101–108
Pull-up Patterned Polyhedra: Platonic Solids for the Classroom
Bridges 2008 Pages 109–116
From Sierpinski Triangle to Fractal Flowers
Bridges 2008 Pages 117–122
Designing Symmetric Peano Curve Tiling Patterns with Escher-esque Foreground/Background Ambiguity
Bridges 2008 Pages 123–130
Doyle Spiral Circle Packings Animated
Bridges 2008 Pages 131–138
Intricate Isohedral Tilings of 3D Euclidean Space
Bridges 2008 Pages 139–148
The Mathematics of the Channel Anamorphosis
Bridges 2008 Pages 149–154
A Sangaku Revived
Bridges 2008 Pages 155–162
Inpainting of Ancient Austrian Frescoes
Bridges 2008 Pages 163–170
A Computer Aided Geometric Model of a Ten-Plane Polyhedral Transformation
Bridges 2008 Pages 171–178
Neo-Riemannian Geometry
Bridges 2008 Pages 179–186
A Comparative Phylogenetic-Tree Analysis of African Timelines and North Indian Talas
Bridges 2008 Pages 187–194
The Maths of Churches, Mosques, Synagogues and Temples
Bridges 2008 Pages 195–200
Interactive 3D Simulation of Escher-like Impossible Worlds
Bridges 2008 Pages 201–208
Procedural Generation of Sculptural Forms
Bridges 2008 Pages 209–218
Counting the Number of Site Swap Juggling Patterns with Respect to Particular Ceilings
Bridges 2008 Pages 219–224
The Mathematics of Mitering and its Artful Application
Bridges 2008 Pages 225–234
Connecting the Dots: The Ins and Outs of TSP Art
Bridges 2008 Pages 235–242
Manipulating Images with Fractal Julia Sets
Bridges 2008 Pages 243–250
Making Patterns on the Surfaces of Swing-Hinged Dissections
Bridges 2008 Pages 251–258
Edge-Based Intersected Polyhedral Paper Sculptures Constructed by Interlocking Slitted Planar Pieces
Bridges 2008 Pages 259–264
Diffusion Processes and Light Installations: Mathematics, Visualisation, and Perception
Bridges 2008 Pages 265–272
Interactive Demonstrations with Mathematica 6
Bridges 2008 Pages 273–280
A Closer Look at Jamnitzer's Polyhedra
Bridges 2008 Pages 281–288
A Fractal Crystal Comprised of Cubes and Some Related Fractal Arrangements of other Platonic Solids
Bridges 2008 Pages 289–296
Medieval Islamic Architecture, Quasicrystals, and Penrose and Girih Tiles: Questions from the Classroom
Bridges 2008 Pages 297–304
Recursion, Symmetry & Tessellation with Software based Video Feedback Systems
Bridges 2008 Pages 305–310
Coxeter Groups in Colored Tilings and Patterns
Bridges 2008 Pages 311–318
Porter’s Golden Section, Experimentally
Bridges 2008 Pages 319–326
Perspective Drawings of Lattices
Bridges 2008 Pages 327–332
Some Interesting Observations Regarding the Spidrons
Bridges 2008 Pages 333–340