Creating Self Similar Tiling Patterns and Fractals using the Geometric Factors of a Regular Polygon

Year: 2014 Authors: S J Spencer

Core claim

Primary isosceles triangles from regular polygons exhibit a “preciousness” property that enables repeated self-similar enlargement and design construction.

Topics

regular polygons, recursive tilings, self-similar fractals, polygon symmetry, combinatorial fitting

Domains

geometry, polygon dissections, symmetry, fractal geometry, combinatorics, tiling patterns, mosaic design, generative art

Methods

geometric decomposition, recursive enlargement, manual jigsaw fitting, vector-based routines, computer search

Media

regular polygon diagrams, triangle assemblies, digital images, portrait imagery

Source status

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