The Art of Iterated Function Systems With Expanding Functions

Year: 2009 Authors: Philip Van Loocke

Core claim

Expanding-function iterated systems can produce aesthetically rich images when the plane is carefully partitioned and colored through inverse-distance trap measures.

Topics

iterated function systems, fractal image generation, inverse techniques, origami rendering

Domains

dynamical systems, fractal geometry, linear transformations, inverse mappings, generative art, visual texture design, origami, pattern creation

Methods

piecewise linear iteration, inverse function technique, distance-based colormap, geometric partitioning

Media

plane regions, hexadecagon, square trap points, digital rendering

Source status

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