craft
Appears in 86 extracted records.
Back to Domains.
Representative papers
- The Violin Surface Fitting (1998)
- Origami: A Good Way to Communicate Mathematics (2003)
- Polyhedra in “Polyart” Style (2003)
- Modular Origami in the Mathematics Classroom (2004)
- Folding the Circle as Both Whole and Part (2004)
- H.S.M. Coxeter and Tony Bomford’s Colored Hyperbolic Rugs (2005)
- Mathematics Investigations in Art-Based Environments (2006)
- Teaching Arabesque (2006)
- The Plato Bead—A Bead Dodecahedron (2006)
- Zellij Multipuzzle (2006)
- The Geometry of Asian Trousers (2007)
- Triblock Origami Spheroid Workshops (2008)
- Creating Islamic Patterns from Folded Shapes (2009)
- Exploring Some of the Mathematical Properties of Chains (2009)
- Geometric Tools for the Magic Woodcarver (2010)
- Constructing Molecules with Beads: The Geometry of Topologically Nontrivial Fullerenes (2010)
- Transformative Modular Textile Design (2011)
- Designing Sculptures Inspired by Symmetric High-Genus Fullerenes with Mathematical Beading (2011)
- Pieces of Pi? Polyhedra, Orthoschemes and Dihedral Kaleidoscopes (2011)
- An Exploration of Froebel’s Gift Number 14 leads to Monolinear, Re-entrant, Dichromic Mono-Polyomino Weavings (2011)
- Folding Your Way to Understanding (2011)
- Broadening the Palette for Bobbin Lace: A Combinatorial Approach (2012)
- Training Teachers after Bridges (2012)
- Amazing Labyrinths, Further Developments III (2012)
- The Seven Principles of Angle Stitching — a Geometrically Based Beading Technique (2012)
- Mathematical Synthesis and Making of Rope Mats and Rosettes (2012)
- Finding Optimal Paths in Beadworks: What If Euler Were a Beader? (2013)
- Mat Weaving: Towards the Möbius Band (2013)
- Printing by Rolling Möbius Band Stencils: Glide Reflection Embodied in Physical Action (2013)
- RaM - Recycle and Mathematics: the art of tiling for eco-design (2013)
- From Sangaku Problems to Mathematical Beading: A Hands-on Workshop for Designing Molecular Sculptures with Beads (2014)
- Universal Magic Cube: A Hands-on Workshop for Closed Cubic Kaleidoscopes with Infinite Reflections (2014)
- A Workshop Using the Log Cabin Quilt For Teaching Math Concepts and Patterns (2015)
- Folding Pseudo-Stars that are Cyclicly Hinged (2015)
- Laser-Cut Plywood and Cable-Tie Sculptures (2015)
- Mathematics through the Lens of a Kaleidoscope: A Student Centered Approach to Building Bridges between Mathematics and Art (2015)
- The Platonic Solids: a Three-Dimensional Textbook (2015)
- Unit Origami: Star-Building on Deltahedra (2015)
- Generalized Brunes Stars and System of Pythagorean Triples (2016)
- Tuti Weaving (2016)
- Mathematical and Physical Properties of Rope Made for Decorative Purposes (2016)
- Star Origami (2017)
- Thinking Visually: Triangles as Units of Area (2017)
- Geometrical Object Making for Design Thinking (2018)
- Realizations and Constructions of Minimally Rigid Graphs (2018)
- Renewable Energy Resources for Mathematics Learning: Windmills and Water Wheels at the Math Class (2018)
- Bead-Chain Construction Set and Interlocking Puzzle Inspired by Polyhedranes (2019)
- Bridges and Artists (2019)
- Deriving Baskets (2019)
- Maths Craft New Zealand: An Unexpected Journey (2019)
- The Pythagorean Forest (2019)
- A Trio of Beaded Surfaces (2020)
- Knotty Knits are Tangles on Tori (2020)
- Markov Chains, Coptic Bananas, and Egyptian Tombs: Generating Tablet Weaving Designs Using Mean-Reverting Processes (2020)
- The Making of a Willow Trefoil Knot (2020)
- Bridging Aesthetics and Mathematics Education Using Photography (2021)
- How a Willow Tube Turns Into a Torus (2021)
- Invisible Forces: Baskets without Corners (2021)
- One-color Frieze Patterns in Friendship Bracelets: A Cross-Cultural Comparison (2021)
- The Art of the Celt (2021)
- Weaving Windmill Loops to Create Surfaces with Varying Curvature (2021)
- Constructing Wooden Polyhedra (2022)
- Exploration of Drip Painting Through Swarm Robotics (2022)
- Geoweaving: Fold-Up Baskets from Dessins d’Enfants (2022)
- Looping Hyperbolic Surfaces (2022)
- Paying Homage to Folk Art Using Platonic Solids (2022)
- Curved, yet Straight: Stick Hyperboloids (2023)
- [[papers/2023/bridges2023-541|Designing and Building a Wearable Puzzle Cube]] (2023)
- It All Began with a Quill Box: Reflections on Show Me Your Math (2023)
- Kinetic Knots (2023)
- Weaving is a Way of Doing Math (2023)
- Artsy Pseudo-Hamiltonian Tours (2024)
- Ceramic-based Mixed Media Topological Sculpture (2024)
- Constructing the Snub Cube via Intersection of Generalized Steinmetz Curves (2024)
- Hats in Grout: Practical Tiling with Aperiodic Monotiles (2024)
- The Machinist Sculptor (2024)
- A Connection between Twine String and an Elliptic Curve (2025)
- A Versatile Octagonal Beam and V-Piece to Create Sculptures (2025)
- Braidings from Braids and Weavings (2025)
- How N. G. (Dick) de Bruijn Connected Mathematics and the Arts (2025)