Holomorphic Motions , Fatou Linearization , and Quasiconformal Rigidity for Parabolic Germs

@inproceedings{iang2009HolomorphicM,
  title={Holomorphic Motions , Fatou Linearization , and Quasiconformal Rigidity for Parabolic Germs},
  author={Yunping J iang},
  year={2009}
}
  • Yunping J iang
  • Published 2009
One of the fundamental theorems in complex dynamical systems is a theorem called the Fatou linearization theorem. This theorem provides a topological and dynamical structure of a parabolic germ. A parabolic germ f is an analytic function defined in a neighborhood of a point z0 in the complex plane C such that (a) it fixes z0 and (b) some power (f ′(z0))q of… CONTINUE READING