Concave Hexagons
Year: 2009 Authors: Paul Gailiunas
Core claim
Pairs of rhombi from dual tilings can form regular concave hexagons that generate new spherical, Euclidean, spiral, and hyperbolic tilings.
Topics
tilings, concave hexagons, spherical geometry, Escher-like design
Domains
tessellations, polyhedra, dual tilings, hyperbolic geometry, decorative design, pattern design, M.C. Escher, geometric art
Methods
dual tiling construction, edge-deformation, ring-based arrangement, manual triangle coloring
Media
rhombi, concave hexagonal tiles, colored polyhedra, triacontahedron
Source status
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