paper

Appears in 126 extracted records.

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Representative papers

• Sliceform Sculptures - a Bridge between Art and Mathematics (1998)
• Continuum, Broken Symmetry, and More (1998)
• Barn-Raising an Endo-Pentakis-Icosi-Dodecaherdon (1999)
• Teaching Mathematical Thinking through Origami (1999)
• Polyhedral Sculptures with Hyperbolic Paraboloids (1999)
• An Iconography of Reason and Roses (2000)
• Towards a Geometrical Way of Thinking (2002)
• Origami: A Good Way to Communicate Mathematics (2003)
• Goldbach Tilings (2003)
• Hexa-Twistor Triangular Section (2003)
• Inspired by Snowflakes: Constructing, Folding and Cutting Regular Paper Polygons to Create Art with Dihedral Symmetry (2004)
• Supercircles: Expanding Buckminster Fuller’s Foldable Circle Models (2004)
• Splinters from the Keyboard Artistic Work and the Experience of Production (2004)
• A Thousand Cranes and Statistics (2005)
• Coxeter and the Artists: two-way inspiration, Part 2 (2005)
• D-Forms and Developable Surfaces (2005)
• Tessellation Techniques (2005)
• Mathematics Investigations in Art-Based Environments (2006)
• Approximating Mathematical Surfaces with Spline Modelers (2006)
• Developable Sculptural Forms of Ilhan Koman (2006)
• Mandala and 5, 6 and 7 fold Division of the Circle (2006)
• Paper Sculptures with Vertex Deflection (2006)
• Modeling D-Forms (2007)
• Modular Kirigami (2007)
• Understanding Math via Arts ♦ Creating Arts via Math (2007)
• Connected Holes (2008)
• Connecting Mathematics and the Arts through the Magic of Escher for Elementary School Students (2008)
• Create a Mathematical Banner Using the Lute, the Sacred Cut, and the Spidron (2008)
• Edge-Based Intersected Polyhedral Paper Sculptures Constructed by Interlocking Slitted Planar Pieces (2008)
• Mathematics Is Art (2009)
• Mathematical Methods in Origami Design (2009)
• The Frustrated Mathematician: A Call to Artists (2009)
• Using Geometer’s Sketchpad to Construct Pop-up Polyhedra as a Tool for Classroom Study of Geometry (2009)
• Using Turtles and Skeletons to Display the Viewable Sphere (2009)
• Notation For a Class of Paperfolded Models (2009)
• Exploring Symmetry in Elementary Schools (2010)
• Playing with Surfaces: Spheres, Monkey Pants, and Zippergons (2011)
• Three Approaches to Regular Linked Structures (2011)
• The SpHidron Conjecture (2011)
• Using Triangle Parts to Create a Paper Quilt (2011)
• How Not to Bring Your Product to Market (2011)
• Decalcomania (2011)
• The Vasarely Playhouse: Look and Combine! (2011)
• Workshop Design Thinking Lab: Math Goes Fashion (2011)
• The Old Art of Rope Work and Fourier Decomposition (2012)
• Twisted D-Forms: Design and Construction of D-Forms with Twisted Prismatic Handles with Developable Sides (2012)
• Building the Schwarz D-Surface from Paper Tiles (2012)
• Combinatorial Choreography (2012)
• A Fun Approach to Teaching Geometry and Inspiring Creativity (2013)
• Artfully Folding Hexagons, Dodecagons, and Dodecagrams (2013)
• Math Runes (2013)
• OrbiFold and Cut (2013)
• Papercraft Panoramas (2013)
• A Playful Geometry Workshop: Creating 3D Polyhedral Structures from Innovative 2D Self-assembling Paper Folding Units (2014)
• A Workshop on Making Klein Bottle using 4D Frame (2014)
• Decorating Regular Polyhedra Using Historical Interlocking Star Polygonal Patterns – A Mathematics and Art Case Study (2014)
• Some Hyperbolic Fractal Tilings (2014)
• Two Solutions to an Unsolvable Problem: Connecting Origami and GeoGebra in a Serbian High School (2014)
• Connecting with the Sierpinski Tetrahedron (2015)
• Integrating Origami Art with Mathematics in a College General Studies Course (2015)
• Knotology Baskets and Topological Maps (2015)
• Magnetic Circle Packing in Creative Outreach and Refreshment (2015)
• Soccer Ball Symmetry (2015)
• The Concept of Elevation applied to Flat Tiling Patterns (2015)
• A Musical Polyhedron Updated for the 21st Century (2016)
• Off the Wall: A Brief Report (2016)
• Snub Polyhedral Forms Constructed from Flexible 60-120 Degree Rhombic Tiles (2016)
• Sculpturing Surfaces with Cartan Ribbons (2016)
• Rhombic Triacontahedron Puzzle (2016)
• Legerdemain: Exploring Tessellation with CatsEye (2016)
• Similarity Drawn Freehand (2016)
• Dual Models: One Shape to Make Them All (2016)
• From Rabbit Ears to Origami Flowers: Triangle Centers and the Concept of Function (2017)
• How to Draw a Line (2017)
• How to Use Vector Theory to Write a Story (2017)
• Making Math Visible (2017)
• Polyhedra: Eye Candy to Feed the Mind (2017)
• Surfaces Foliated by Planar Geodesics: A Model for Curved Wood Design (2017)
• Action Modular Origami (2018)
• Catenary Arch Constructions (2018)