Koch-Like Fractal Images

Year: 2016 Authors: Vincent J. Matsko

Core claim

Simple angle modifications in a Koch-like recursive rule yield highly varied bounded, unbounded, and chaotic images, while an iterative formulation makes them easier to compute.

Topics

fractal generation, recursive algorithms, iterative algorithms, animated visualization

Domains

fractal geometry, L-systems, number theory, computer graphics, visual art, animation

Methods

recursive substitution, inductive proof, iterative algorithm, linear interpolation

Media

Processing platform, computer screen, printed images, movie screenshots

Source status

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