L-systems
From GenerativeArt
(Difference between revisions)
** Mutation: mutations can be applied to a string converted to a parsed tree representation a la Karl Sims. Care must be taken to not generate syntactically incorrect command strings. | ** Mutation: mutations can be applied to a string converted to a parsed tree representation a la Karl Sims. Care must be taken to not generate syntactically incorrect command strings. | ||
** Crossover: crossover is even more prone to creating syntax problems. Note again Karl Sims' work with mathematical image processing expressions. Alternately, crossover can be achieved by swapping individual production rules without altering individual production rules. | ** Crossover: crossover is even more prone to creating syntax problems. Note again Karl Sims' work with mathematical image processing expressions. Alternately, crossover can be achieved by swapping individual production rules without altering individual production rules. | ||
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| + | == Organizations, Exhibits, Conferences, Publications == | ||
| + | <SPAN STYLE="font-size: larger;">Selected Links</SPAN> | ||
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| + | :The Algorithmic Beauty of Plants - the L-systems classic by Prusinkiewicz and Lindenmeyer now free! - [http://algorithmicbotany.org/papers/#abop click here] | ||
| + | :Algorithmic Botany at the University of Calgary - Professor Prusinkiewicz's research group - [http://algorithmicbotany.org/papers/ click here] | ||
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| + | [[Category:Complex systems]] | ||
| + | [[Category:Systems used in Computer animation and effects]] | ||
| + | [[Category:Systems used in Computer graphics]] | ||
| + | [[Category:Systems used in Design]] | ||
