Complex Dynamics pp 69-80 | Cite as
Classification of Periodic Components
Chapter
Abstract
We focus on the behavior of a rational function R(z) on the Fatou set F. Our aim is twofold: to show that every component of F is iterated eventually to a periodic component, and to classify the action of R(z) on periodic components.
Keywords
Periodic Point Blaschke Product Periodic Component Classification Theorem Irrational Rotation
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Copyright information
© Springer-Verlag New York, Inc. 1993