Play with Infinity

Year: 2003 Authors: Jean-Marc Castera

Core claim

Recursive transformation rules can extend Zellij tilings and Muqarnas domes indefinitely from a small set of initial pieces.

Topics

recursive pattern generation, Arabian-Andalusian ornament, octogonal tiling, architectural decoration

Domains

tiling theory, recursive constructions, quasicrystal-related patterns, Islamic geometric art, architectural ornament, craft-based mosaic design, exhibition design

Methods

inflation rules, projection coding, piece substitution, isometric network

Media

glazed ceramic, wooden units, molded plaster, double-side pieces

Source status

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