Planar finitely suslinian compacta

Academic Article


  • We show that a planar unshielded compact set X is finitely Susli-nian if and only if there exists a closed set F ⊂ double-struck S sign1 and a lamination ̃ of F such that F/̃ is homeomorphic to X. If X is a continuum, the analogous statement follows from Carathéodory theory and is widely used in polynomial dynamics. © 2007 American Mathematical Society.
  • Digital Object Identifier (doi)

    Author List

  • Blokh A; Misiurewicz M; Oversteegen L
  • Start Page

  • 3755
  • End Page

  • 3764
  • Volume

  • 135
  • Issue

  • 11