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Simple recursive systems and fractal patterns
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Simplest 2-D block replacement L-systems
Aperiodic table of simple fractals, rule 3 = [ 2 2; 2 2 ]
Thu, 2007-11-15 01:13 —
Mark Dow
‹ 2x2 symmetric L-systems
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Boundary 2x2 3 symbol systems ›
Aperiodic Tilings
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Mark's Projects
Simple recursive systems and fractal patterns
Motivation
Simplest 1-D recursive sequences
Properties of the Period-doubling sequence
Properties of the Thue-Morse sequence
Simplest 2-D block replacement L-systems
2x2 4 rotation cyclic
2x2 symmetric L-systems
Aperiodic table of simple fractals, rule 3 = [ 2 2; 2 2 ]
Boundary 2x2 3 symbol systems
Boundary 2x2 5 symbol L-systems
Progressive 2x2 rule systems
3x3 rule systems
Diagonal 2x2 4-symbol systems
Four symbol cyclic system
Four symbol Serpinski gaskets
Three symbol cyclic and two symbol Thue-Morse
Three symbol cyclic system
Brigid's cross tesselations
Integral decimation of recursive sequences
Minimal arrays containing all sub-array combinations of symbols
Pell spirals
Space-filling curves
Thue-Morse sequence tilings
Universal motifs and general replacement systems
Simplest 3-D recurrent patterns
Relationships between recursive sequences and other topics
L-system program and code, Matlab
References
Glossary links
Engineering and constructing meso-scale redundant materials
Human brain animations
Bronze brain
Dense Image Space
Programmers Anonymous
Stereo pair displays
StereoView
Stillanimation
Vision and perception experiments
Bridge Thin photography
Gallery
Active forum topics
Simplest L-Systems
Complex Biological Systems
Geometry
Dense Image Space
Indexing
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