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Filtering by: Critically separable rational maps Remove constraint Critically separable rational maps Academic Affiliation Mathematics Remove constraint Academic Affiliation: Mathematics Creator Petsche, Clayton Remove constraint Creator: Petsche, Clayton Decade 2010-2019 Remove constraint Decade: 2010-2019

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  • Critically Separable Rational Maps in Families

    Creator:
    Petsche, Clayton
    Abstract:
    Given a number field K, we consider families of critically separable rational maps of degree d over K possessing a certain fixed-point and multiplier structure. With suitable notions of isomorphism and good reduction between rational maps in these families, we prove a finiteness theorem which is analogous to Shafarevich’s theorem...
    Resource Type:
    Article