Computing the Hausdorff Measure and Dimension of Fractals Generated by Möbius Transforms
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|Mark Krosky, Cornell University|
|An illustrated paper by a Cornell Univ. graduate student. Abstract: Möbius transforms are an important class of conformal maps. By studying fractals they generate, we can gain more information about groups of Möbius transforms. A discussion of how Möbius transforms generate a fractal, and how Krosky computed its Hausdorff dimension and measure.|
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