Unfolding Symmetric Fractal Trees

Year: 2013 Authors: Bernat Espigule Pons

Core claim

Regular polygons generate a family of symmetric harmonic fractal trees whose unfolding produces connected higher-order fractal curves with new proportion theory and 3D generalizations.

Topics

fractal geometry, regular polygons, self-similar curves, unfolding process, proportions

Domains

fractal geometry, polygonal geometry, parameterized curves, symmetry, mathematical art, visualization, generative pattern design

Methods

recursive branching, geometric unfolding, parametric equations, symmetry mapping

Media

regular polygons, Mathematica CDF documents, diagrams, fractal curve maps

Source status

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