J-stability in non-archimedean dynamics
Advances in Mathematics(2022)
摘要
Let Cv be a complete, algebraically closed non-archimedean field, and let f∈Cv(z) be a rational function of degree d≥2. If f satisfies a bounded contraction condition on its Julia set, we prove that small perturbations of f have dynamics conjugate to those of f on their Julia sets.
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primary,secondary
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