Bridges 2020 Regular Papers
Here is the complete listing of Bridges 2020 Regular Papers. Click on any paper to see full details about it and to access its discussion forum.
: The paper includes
a video presentation
: The paper includes
a link to an external page with more information.
:
This is an invited paper by a planned Bridges 2020 keynote speaker.
Non-Euclidean Billiards in VR
Unveiling the Invisible — Mathematical Approaches for Virtual Image Restoration in the Arts
Mirror Symmetry Collages in Folded Paper
Crocheting Adventures with Hyperbolic Planes
Adapter Tiles Evolves the Girih Tile Set
Near-miss Star Patterns
3D Aperiodic Girih Tiles
From Computer to Compass: Analysis and Reconstruction of a Self-Similar Islamic Geometric Pattern at Madrassa Madar-i-Shah
A Method for Creating Dendritic Fractal Tiles
Everted Embeddings
Dancing the Quaternions
Creating Non-Euclidean Art with Craft Technologies
Infinitely Invertible Infinity
Folding Fabric: Fashion from Origami
Knotty Knits are Tangles in Tori
Design of a Sampler of Isohedral Tilings of the Pied-de-poule Tile
Topological Classification of Vittorio Giorgini's Sculptures
Design of Circular-Arc Curved Creases of Constant Fold Angle
Gauss-Bonnet Sculpting
Maximizing the Symmetry of Knots
Non-Euclidean Virtual Reality III: Nil
Non-Euclidean Virtual Reality IV: Sol
Cardboard Construction of the Sphere by the Stereographic Projection
Cohomology Fractals
Wallpaper Patterns from Nonplanar Chain Mail Links
Generalizations of Truchet Tiles
Domino Steganography
Checkerboard Quadrilateral Mosaics
Sgraffito Meets Posterization
Wallpaper Patterns for Lattice Designs
Hilbert's Portrait via his Space-Filling Curve
Algorithmic Art with Discrete Dynamical Systems
A Gallery of Gaussian Periods
A Transformational Approach to Harmony Improvisation
Exploring Noble Polyhedra With the Program Stella4D
Combinatorics of Simultaneous Color Contrast
Two New Combinatoric Poetry Forms: Braided Bellringing PH4 Poems & Anagrammatic, Anglo Saxon-inspired Poems
Single-threaded Polyhedra Models
Four Mathematical Designs for EGMO 2020, the European Girls' Mathematical Olympiad in the Netherlands
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Vector Fields and Paul Klee – A Summer School Course for gifted High-School Students
Letting Art Teach Aesthetics, Math and Language
Velimir Khlebnikov's Laws of Time
Family Tree of Impossible Objects Created by Optical Illusions
Combinatorial Figure Generation: An Algorithmic Approach
Labyrinths: Mysteries and Methods
Spiroplots: a New Discrete-time Dynamical System to Generate Curve Patterns
The Art and Mathematics of Cycling: Using Old Bicycles to Draw Spirograph Patterns