Classic Iterated Function Systems
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|These pages investigate several of the classic iterated functions systems and their associated fractals. Each IFS consists of affine transformations involving rotations, scalings by a constant ratio, and translations. For each example is given * a geometric description of how the fractal is constructed, * the IFS transformations, * the code for generating the fractal via a Lindenmayer system (L-system), * the similarity dimension of the fractal, * special properties and interesting facts about the fractals, and * references.|
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