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1. Introduction: Quadratic iteration and Julia equivalences. The Mandelbrot set.- 2. Abstract Julia sets: Symbolic dynamics of the angle-doubling map. Invariant laminations. Julia equivalences.- 3. The Abstract Mandelbrot set: The Abstract Mandelbrot set - an atlas of Abstract Julia sets. The ordered Abstract Mandelbrot set. Renormalization. Correspondence and Translation Principles.- 4. Abstract and concrete theory: Quadratic iteration. Miscellaneous. Appendix: Invariant and completely invariant factors. Simple statements. Shift-invariant factors. Further interesting examples.
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Add Invariant Factors, Julia Equivalences and the (Abstract) Mandelbrot Set, This book is mainly devoted to the combinatorics of quadratic holomorphic dynamics. The conceptual kernel is a self-contained abstract counterpart of connected quadratic Julia sets which is built on Thurston's concept of a quadratic invariant lamination a, Invariant Factors, Julia Equivalences and the (Abstract) Mandelbrot Set to the inventory that you are selling on WonderClubX
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Add Invariant Factors, Julia Equivalences and the (Abstract) Mandelbrot Set, This book is mainly devoted to the combinatorics of quadratic holomorphic dynamics. The conceptual kernel is a self-contained abstract counterpart of connected quadratic Julia sets which is built on Thurston's concept of a quadratic invariant lamination a, Invariant Factors, Julia Equivalences and the (Abstract) Mandelbrot Set to your collection on WonderClub |