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@@ -33,7 +33,9 @@ <p><b>L-Systems (short for Lindenmayer systems) are instances of a formal grammar that are used to model growth processes of plant deveopment. L-Systems can be used to generate realistic, natural-looking organisms in simulated environments.</b></p> <p>An L-System consists of an initial axiom string, for example: <code>F</code>, and a set of production rules, for example: <code>F -> F-F+FF</code>. The rules are used to iterativey expand the string to a larger one. In our example, two iterations on the string will yield the string <code>F-F+FF-F-F+FF+F-F+FFF-F+FF</code>. L-Systems also include a mechanism that converts the output string into a geometrical representation. The syntax includes a unit vector step forward that draws a line - <code>F</code>, left and right turns on all three axises - <code>+</code>,<code>-</code>,<code>&</code>,<code>^</code>,<code><</code>,<code>></code>, a vector direction flip - <code>|</code>, and state push and pop functions - <code>[</code>, <code>]</code> that enable branch creation. L-Systems.JS can generate the proper cartesian coordinates for processing in the front-end of your choice (WebGL, canvas or SVG). - </p> + </p> + + <p>L-Systems.JS is created and maintained by <a href="http://y3xz.com">Yuval Adam</a>.</p> </div> </div> |