2015

104 analyzed Bridges papers.

• “In an Ocean of Ashes”: Order and Chaos in Mathematics and Literature — Katharine Ahrens
• 2-Manifold Sculptures — Carlo H. Séquin
• 3D Lenticular Imaging for Art — Yitzhak Weissman
• 3D-Dithered Ortho-Pictures: 3D Models from Independent 2D Images — Gershon Elber
• A Concept Map for Book 1 of Euclid’s Elements — Alexander Boxer; Justace Clutter
• A Divine Error — Dirk Huylebrouck
• A Musical Scale Generated from the Ratio of Consecutive Primes — Reginald Bain
• A New Way to See Inside Black Holes — Richard Conn Henry; James Overduin; Kielan Wilcomb
• A Novel Line Fractal Pied de Poule (Houndstooth) — Loe M.G. Feijs; Marina Toeters
• A Pattern Tracing System for Generating Paper Sliceform Artwork — Yongquan Lu; Erik D. Demaine
• A Skeleton Key for the Platonic Solids — Karl Schaffer
• A Successful Belgian Art & Math Exhibition with Workshops — Gisèle De Meur; Samuel Verbiese
• A Theoretical Framework to Represent Narrative Structures for Visual Storytelling — Ergun Akleman; Stefano Franchi; Devkan Kaleci; Laura Mandell; Takashi Yamauchi; Derya Akleman
• A View of Music — Ellen Gethner; Shannon Steinmetz; Joseph Verbeke
• A Workshop Using the Log Cabin Quilt For Teaching Math Concepts and Patterns — Cristina Padlan Packard
• Algorithmic Quilting — Christopher Carlson; Nina Paley; Theodore Gray
• Algorithms for Morphing Escher-Like Tessellations — Kevin D. Lee
• An Exhibition of Exponential Sums: Visualizing Supercharacters — Paula Burkhardt; Gabriel Currier; Stephan Ramon Garcia; Mathieu de Langis; Bob Lutz; Hong Suh
• Bridges Exhibits as Incentives to Collaborative Artworks — Anusch Bayens; Carlo De Pauw; Carmen Geens; Seniz Karaman; Mark Pieters; André Thomas; Alex Van Bogaert; Samuel Verbiese; Rudi Willaert; Nico Willemsens
• Building Polyhedra from Polygons with Colored Edges — Ioana Browne; Mircea Draghicescu
• Can Human Assistance Improve a Computational Poet? — Carolyn E. Lamb; Daniel G. Brown; Charles L. A. Clarke
• Cayley Cubic and the Visual Arts — Jean Constant
• Chains of Antiprisms — Tom Verhoeff; Melle Stoel
• Composing Mathematical Poetry — Carol Dorf
• Connecting with the Sierpinski Tetrahedron — Alice Petillo
• Curved Islamic Star Patterns of Medieval Egypt and Syria — B. Lynn Bodner
• Design Anamorphosis in Math Class — Kristóf Fenyvesi; Markus Hähkioniemi
• Designing 2D Ordinary Differential Equations To Obtain Abstract Paintings, Illustrations and Animations — Ergun Akleman; Hüseyin Koçak
• Double Strip Patterns: Between Strip Patterns and Wallpaper Patterns — Darrah Chavey; Monica (Menzies) Meissen; Todd O’Bryan; Glenn Terry
• Eight-Pointed Star and Precise Construction of 7 × 7 Square Grid — Dmitri Kozlov
• Emergent Orange — Jim Bumgardner
• Expandohedra: Modeling Structural Transitions of a Viral Capsid — Adam Arstall; Briony Thomas; Reidun Twarock; Emilio Zappa
• Exploring Ratios and Sequences with Mathematically Layered Beverages — Andrea Johanna Hawksley
• Exploring the Manifold of Image Patches — Yevgen Matviychuk; Shannon M. Hughes
• Figurative Tours and Braids — Robert Bosch; Tom Wexler
• Flowing, Organic Forms Using Adaptive Line-Drawing Agents — David Chappell
• Folding Pseudo-Stars that are Cyclicly Hinged — Greg N. Frederickson
• Fractal Tiling Illustrations of Geometric Series — Lorelei Koss
• Fractal Wallpaper Patterns — Douglas Dunham; John Shier
• From Mathematical Curves to Decorative Ornaments — Susan McBurney
• From Stippling to Scribbling — Abdalla G. M. Ahmed
• Fun with Whirls — Kerry Mitchell
• Galaxies Containing Infinite Worlds: Poetry from Finite Projective Planes — Daniel May; Courtney Huse Wika
• Gallery Layout in Borges’ Library of Babel — Jonathan K. Millen
• Geometric Visual Instruments Having Pinnate Forms — Shunsuke Akimoto; Akihiro Matsuura
• Geometry in the Pocket — Mehrdad Garousi
• Hearing Math and Seeing Music: a Workshop on Pitch Perception and Temperament — Evelyn Lamb
• Highly Unlikely Triangles and Other Impossible Figures in Bead Weaving — Gwen L. Fisher
• [[papers/2015/bridges2015-387|Hypernom: Mapping VR Headset Orientation to $S^3$]] — Vi Hart; Andrea Hawksley; Henry Segerman; Marc ten Bosch
• Infinite Rhythmic Tiling Canons — Clifton Callender
• Inspire Math-Girls-Women (perhaps with poems) — JoAnne Growney
• Integrating Origami Art with Mathematics in a College General Studies Course — Norma Boakes
• Into the Shadows: Approximating Images by Orthogonal Projection — Kelly Delp; Sam Lloyd
• Introducing the Möbius-Twisted Turk’s Head Knot — Carlo H. Séquin; Lorenzo Larrucea
• Julia Randall’s Poetic Finitude: Mapping the Infinite onto a Poem — Emily Grosholz
• Katzengold: Pyrite, Plato, and a Polynomial — Stephan Klaus; Bianca Violet
• Knotology Baskets and Topological Maps — James Mallos
• Large, Symmetric, “7-Around” Hyperbolic Disks — Sean Jeng Liu; Young Kim; Raymond Shiau; Carlo H. Séquin
• Laser-Cut Plywood and Cable-Tie Sculptures — George Hart
• Linguistic Oddities: An Artist Explorer at Mathematics Conferences — Katie McCallum
• Lissajus Curves: an Experiment in Creative Coding — Lali Barrière
• Magnetic Circle Packing in Creative Outreach and Refreshment — Robin Linhope Willson
• Math Bugs — Mike Naylor
• Math-Infused Art Lessons, Art-Infused Math Lessons — Rachelle Guernsey
• Mathematics through the Lens of a Kaleidoscope: A Student Centered Approach to Building Bridges between Mathematics and Art — Gail Kaplan; Rachael Gross; Kim Krusen McComas
• Modular Origami Halftoning: Theme and Variations — Zhifu Xiao; Robert Bosch; Craig S. Kaplan; Robert J. Lang
• Monte Carlo Art Using Scratch — Patrick Honner
• Nature as a Strategy for Pattern Formation in Art — Irene Rousseau
• Nested Polytopes with Non-Crystallographic Symmetry Induced by Projection — Briony Thomas; Reidun Twarock; Motiejus Valiunas; Emilio Zappa
• Nonplanar Expansions of Polyhedral Edges in Platonic and Archimedean Solids — David A. Reimann
• Ordinal-Contextual Dissimilarity for Analysis of Heros in Tragedies — Bahman Afsari; Katayun Mazdapour; Bruno Jedynak
• Permutations of the Octagon: An Aesthetic-Mathematical Dialectic — James Mai
• Perspectives on Borges’ Library of Babel — CJ Fearnley; Jeannie Moberly
• Programmable Mathe-Musical Boxes — Rachel Wells Hall
• Random Walks on Vertices of Archimedean Tilings — Vincent J. Matsko
• Real-World Tessellations — Robert W. Fathauer
• Schematic Drawings of the Polychora — Taneli Luotoniemi
• Self-Avoiding Random Walks Yielding Labyrinths — Gary R. Greenfield
• Soccer Ball Symmetry — David Swart
• Square Seeds and Round Paths: Exploring Patterns within the Art of Classical Labyrinths — David Thompson; Diana Cheng
• Surfaces with Natural Ridges — David Brander; Steen Markvorsen
• The Aesthetics of Scale: Weaving Mathematical Understandings — Eva Knoll; Tara Taylor; Wendy Landry; Paul Carreiro; Susan Gerofsky
• The Concept of Elevation applied to Flat Tiling Patterns — Rinus Roelofs
• The Curious Creativity of John Horton Conway — Siobhan Roberts
• The Geometric Structure of Scribal Variation among Manuscripts of Langland’s Piers Plowman — Roger Bilisoly
• The Geometric Studies of Some Mosaic Design Compositions and Puzzles Presented in a Thirteenth Century Treatise — Reza Sarhangi
• The Golden Spiral: The Genesis of a Misunderstanding — Paul Gailiunas
• The Musical Canon Inside Differential Equations — Donald Spector
• The Paradigm Poem — Kazmier Maslanka
• The Platonic Solids: a Three-Dimensional Textbook — Martin Levin
• The Shape Snacker: a Bite of Origami and Math — Alan Russell
• The Shapes of Our Souls and Other Student Concerns: Poems about the Course “Mathematics in Literature” — Marion Deutsche Cohen
• The Stomachion in Wonderland — S J Spencer
• The “ΦTOP”: A Golden Ellipsoid — Kenneth Brecher
• Theory of Intersection — Karl Kattchee
• Potter-Designer: Strategies for Tuning Ocarinas — Elizabeth Paley
• Three Families of Mitered Borromean Ring Sculptures — Tom Verhoeff; Koos Verhoeff
• Turing Patterns in Photoshop — Andrew Werth
• Two-Frame Animations in Conway’s Game of Life — Robert Bosch
• Unexpected Beauty Hidden in Radin-Conway’s Pinwheel Tiling — Douglas G. Burkholder
• Unit Origami: Star-Building on Deltahedra — Heidi Burgiel
• Use of RangoLee Art in Elementary Mathematics Education — Madhuri Bapat
• Visualizing Rhyme Patterns in Sonnet Sequences — Hartmut F. W. Höft
• Yvon-Villarceau Circle Equivalents on Dupin Cyclides — Francesco De Comité