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Invariant graphs of rational maps

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arxiv 1907.02870 v2 pith:HZRX2R5K submitted 2019-07-05 math.DS

classification math.DS
keywords finiteinvariantrationalconnectedcontainsenoughexistsgraph
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abstract

Let $f$ be a postcritically finite rational map. We prove that, as $n$ large enough, there exists an $f^n$-invariant (finite connected) graph on $\widehat{\mathbb{C}}$ such that it contains the postcritical set of $f$.

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  1. Expansion properties for finite subdivision rules II

    math.DS 2019-08 conditional novelty 8.0 of 10

    Every sufficiently large iterate of a Thurston map without Levy cycles and not covered by a torus endomorphism is isotopic to the subdivision map of a finite subdivision rule; the torus-covered case is classified by t...

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