Fundamenta Mathematicae · 2002 · 32 citations · 8 references
Natural SciencesMathematicsNumber TheoryAnalytic GeometryArithmetic GeometryCritical Point AnalysisFixed PointsAttracting Fixed PointsCritical PointsFixed Point PropertyMultiple Fixed Points
In a recent preprint [B], Bergweiler relates the number of critical points contained in the immediate basin of a multiple fixed point $\beta $ of a rational map $f: {\mathbb P}^1\to {\mathbb P}^1$, the number ${N}$ of attracting petals and the residue $\i
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Dynamics in one complex variable: introductory lectures
John Milnor · arXiv (Cornell University) · 1990 · 494 citations · Full text
Geometry and Dynamics of Quadratic Rational Maps
John Milnor, Milnor, Lei Tan · Experimental Mathematics · 1993 · 301 citations