symmetry

Appears in 100 extracted records.

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Representative papers

• Hyperseeing, Hypersculptures and Space Curves (1998)
• Symmetry, Chemistry, and Escher’s Tiles (1998)
• Symmetry, Causality, Mind (1998)
• The Poetics of Mathematics in Music (1998)
• Analogies from 2D to 3D Exercises in Disciplined Creativity (1999)
• PHYSICS: A Search for Simplicity, Beauty and Symmetry (1999)
• The Art-Science Marriage, From Quarrel to Understanding (1999)
• The K-Dron, A New Geometrical Shape – Its Nature, Properties, and Consequences (1999)
• Geometric Sculpture For K-12: Geos, Hyperseeing, and Hypersculptures (1999)
• The Millennium Bookball (2000)
• From the Circle to the Icosahedron (2000)
• M. C. Escher’s Association with Scientists (2000)
• A Polyhedral Byway (2001)
• Composing Different Tessellation from the Same Elements (2001)
• RECONSTRUCTION OF ORNAMENTS (2001)
• From a Subdivided Tetrahedron to the Dodecahedron: Exploring Regular Colorings (2002)
• Geometric Mosaic Tiling on Hyperbolic Sculptures (2003)
• Tangramoids (2003)
• Hidden Geometry in Music of Bach and Schoenberg: Reflection, Rotation, Proportion (2003)
• Sculpture from Symmetrically Arranged Planar Components (2003)
• Origami: A Good Way to Communicate Mathematics (2003)
• Duality: A Common Thread in Math, Science, Literature, and Art? (2003)
• Hamiltonian Cycles on Symmetrical Graphs (2004)
• Islamic Art at Doris Duke’s Shangri La: Playing with Form and Pattern (2004)
• Coxeter and the Artists: two-way inspiration, Part 2 (2005)
• Coxetering Crystals (2005)
• Donald Coxeter: The Man who Saved Geometry (2005)
• Playing Mathematics and Doing Music (2005)
• Some New Tilings of the Sphere with Congruent Triangles (2005)
• Symmetrical Hamiltonian Manifolds on Regular 3D and 4D Polytopes (2005)
• Symmetry and Symmetry-Breaking An Approach to Understanding Beauty (2005)
• Symmetry, Proportion and Scale: Tools for the Jacquard Designer and Weaver of Silk Velvet (2005)
• Building Simple and Not So Simple Stick Models (2006)
• Islamic Art: An Exploration of Pattern (2006)
• New ways in symmetry (2006)
• Exploring Cubes Woven on the Skew (2007)
• Golden Fractal Trees (2007)
• Mathematics and Symmetry: A Bridge to Understanding (2007)
• Shiva: Two Views of Burnside’s Lemma at Work (2007)
• A Guide to Creating Escher-like Bird Motif Tessellations (2008)
• Mathematics in Rangolee Art from India (2008)
• Teaching Group Theory Using Portraits of Groups (2008)
• The Maths of Churches, Mosques, Synagogues and Temples (2008)
• The Eleven-Pointed Star Polygon Design of the Topkapı Scroll (2009)
• Non-Flat Tilings with Flat Tiles (2009)
• An Interdisciplinary First Seminar on Symmetry (2009)
• Geometric Transformations in Design Generation (2009)
• Exploring Some of the Mathematical Properties of Chains (2009)
• Transferring Patterns: From Twill to Peyote Stitch (2009)
• Geometric Tools for the Magic Woodcarver (2010)
• Viruses and Crystals: Science Meets Design (2010)
• Models of Locally Regular Heptagonal Dodecahedra (2010)
• Workshop on Mathematics and Dance (2010)
• Three Approaches to Regular Linked Structures (2011)
• Conformal Tiling on a Torus (2011)
• Human Geometry Workshop (2011)
• Teaching Temari: Geometrically Embroidered Spheres in the Classroom (2012)
• Stigmmetry Prints from Patterns of Circles (2012)
• My Parade of Algorithmic Mathematical Art (2012)
• Symmetry and Bivariate Splines (2012)
• Finding Optimal Paths in Beadworks: What If Euler Were a Beader? (2013)
• Hexagons and Their Inner World (2013)
• How Do Symmetries Come To Children, and Vice Versa? (2013)
• Math Runes (2013)
• One Mucuboctahedron: Four Ways to View It (2013)
• Symmetry in Mathematics, Physics and Art (2013)
• Bubbles and Tilings: Art and Mathematics (2014)
• Lattice Labyrinth Tessellations (2014)
• Right-Angle Preference in Impossible Objects and Impossible Motion (2014)
• Sources of Flow as Sources of Symmetry: Divergence Patterns of Sinusoidal Vector Fields (2014)
• A Workshop Using the Log Cabin Quilt For Teaching Math Concepts and Patterns (2015)
• Large, Symmetric, “7-Around” Hyperbolic Disks (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)
• Nonplanar Expansions of Polyhedral Edges in Platonic and Archimedean Solids (2015)
• Permutations of the Octagon: An Aesthetic-Mathematical Dialectic (2015)
• Unit Origami: Star-Building on Deltahedra (2015)
• A Zometool Model of the B-DNA (2016)
• Three Mathematical Sculptures for the Mathematikon (2016)
• Lumifold: A STEAM Activity (2016)