Lecture Series N.22: Complex Dynamics (1999)

Principal Lecturers: John Milnor (SUNY at Stony Brook) with Mikhail Lyubich (SUNY at Stony Brook) and John Smillie (Cornell University)

  • Contributions by:
  • John Milnor, "Renormalization and the "Hairiness" Conjectures, and Introduction"
  • Linda Keen, "Coverings of Cantor Sets"
  • Mariusz Urbanski, "The Rigidity of Tame Rational Functions"
  • Mikhail Lyubich, "Feigenbaum Universality and Holomorphic Dynamics, I"
  • Berit Stensones, "Fatou-Bieberbach Domains and the Michael Problem"
  • Kevin Pilgrim, "The Dictionary Between Kleinian Groups and Rational Maps"
  • Charles Favre, "Classification of Some Superattractive Germs and Kato Surfaces"
  • John Smillie, "Horseshoes in the Henon Family, I"
  • Marco Abate, "Desingularizatin of Non-Semisimple Holomorphic Dynamical Systems"
  • Mattias Johnsson, "On Saddle Sets in $P^2$"
  • Anna Zdunik, "On Biaccessible Points in Julia Sets"
  • Mikhail Lyubich, "Feigenbaum Universality and Holomorphic Dynamics, II"
  • David Brown, "Modifying the Spider Algorithm"
  • Suzanne Lyinch, "The Medus Algorithm and Polynomial Mappings"
  • Sudeb Mitra, "Universal Holomorphic Motions and Applications"
  • Scott Crass, "Solving the Quintic by Iteration in Three Dimensions"
  • Eugene Gutkin, "Fagnano Billiard Orbit and Extremal Polygons"
  • Lawrence Harris, "Holomorphic Mappings of Domains in Matrix and Operator Spaces"
  • John Smillie, "Horseshoes in the Henon Family, II"
  • Jeffrey Diller, "Lyapunov Exponents For Birational Maps"
  • Eric Bedford, "Dynamics of Polynomila Diffeomorphisms of $\Bbb C^2$
  • Irina Popovici, "Uniform Hyperbolicity on Cycles Implies the Collect Eckmann Condition For Quadratic Polynomials"
  • Rich Stankiewictz, "Uniformly Perfect Stes, Rational Semigroups Kleinian Groups and IFS's"