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Dynamical Systems of a (2-2)-Rational -Adic Function with Three Fixed Points
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Journal Article
Dynamical Systems of a (2-2)-Rational -Adic Function with Three Fixed Points
2025
Overview
We study the -adic dynamical system generated by the (2-2) rational function , with , which has three different fixed points. The behavior of these points depends on some conditions over and , to be an attractor, indifferent or repellent point. We find these conditions, and also the basin of attraction and the Siegel disk, in each case.
Publisher
Springer Nature B.V
Subject
