Submitted by ims_edit on Thu, 02/04/2021 - 15:10
preprint-id:
ims20-12
preprint-title:
Local Connectivity of Polynomial Julia sets at Bounded Type Siegel Boundaries
preprint-abstract:
Consider a polynomial f of degree d≥2 whose Julia set Jf is connected. If f has a Siegel disc Δf of bounded type rotation number, then Jf is locally connected at the Siegel boundary ∂Δf.
preprint-year:
2020