Cubic Fuzzy Precision: Tau-scaled Fractals from Plain-vanilla Pentagrids

Year: 2011 Authors: James F. Hausman; Fabien Vienne

Core claim

Perfectly periodic cubic grids, especially in singular pentagrid configurations, produce structured fractal meshes whose convergence relations are governed by tau and related irrational ratios.

Topics

multigrids, fractals, quasicrystals, pentagrids, 3D symmetry

Domains

geometry, irrational ratios, fractal scaling, tilings, symmetry, generative patterning, architectural geometry, Zometool construction

Methods

grid superposition, rotational overlay, convergent approximation, 3D projection analysis

Media

equilateral triangle grids, square grids, cubic frames, icosidodecahedral shells

Source status

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