Some Interesting Observations Regarding the Spidrons

Year: 2008 Authors: Daniel Erdély; Walt van Ballegooijen

Core claim

Spidron nests exhibit mathematically structured folding, including ellipsoidal vertex motion, angle extrema, and configurations matching cubic, diamond, and Penrose-related patterns.

Topics

spidron geometry, foldable polyhedra, quasicrystal tilings, Penrose tilings, lattice angles

Domains

Euclidean geometry, polyhedral geometry, tiling theory, quasicrystal geometry, geometric art, mathematical design, tessellation art, paper folding

Methods

geometric construction, folding analysis, angle measurement, 3D visualization

Media

spidron nests, triangles, skew polygons, Penrose tiles

Source status

This page publishes metadata and extracted analytical signals only. Raw PDF and full OCR text are kept local for now.