Recognizable Motif Tilings Based on Post-Escher Mathematics

Year: 1999 Authors: Robert W. Fathauer

Core claim

Post-1972 mathematical ideas, especially Penrose tiles and fractals, enable recognizable-motif tilings with multiple solution types and measurable self-similarity.

Topics

recognizable motif tilings, Penrose tiles, fractal design, self-similarity

Domains

tessellation, nonperiodic tilings, fractal dimension, box counting, print design, pattern design, visual art, motif-based tiling

Methods

matching rules, template-based construction, iterative process, box counting method

Media

rhombi, tile motifs, prints, sea life motif, dragon motif

Source status

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