Creating Two and Three Dimensional Fractals from the Nets of the Platonic Solids

Year: 2011 Authors: Stanley Spencer

Core claim

By recursively subdividing polyhedron nets, the author can generate fractal structures that function as pictures, models, and layered 3D forms.

Topics

fractal geometry, polyhedron nets, generative artwork, 3D modeling

Domains

geometry, fractal geometry, polyhedra, generative art, geometric design, print art

Methods

recursive subdivision, net folding, computer graphics, symmetry distortion

Media

square, pentagon, equilateral triangle, sketches

Source status

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