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"The book studies the self-similarity phenomenon in group theory and shows its intimate relation with dynamical systems and more classical self-similar structures, such as fractals, Julia sets, and self-affine tilings. The relation is established through the notions of the iterated monodromy group and the limit space, which are the central topics of the book." "A wide variety of examples and different applications of self-similar groups to dynamical systems and vice versa are discussed. It is shown in particular how Julia sets can be reconstructed from the respective iterated monodromy groups…
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Editions
1 edition- Other · English · 2005American Mathematical Society · 231 pages · 9780821838310
Geometric group theorySelf-similar processesSymbolic dynamicsGeometryQa183 .n45 2005512/.2






