1. Complexity and Real Computation
2. Siegel disks with smooth boundaries;Avila, Artur;Acta Math.,2004
3. [BBY1]BBY1 I. Binder, M. Braverman, M. Yampolsky. Filled Julia sets with empty interior are computable, e-print math.DS/0410580 at Arxiv.org.
4. [BBY2]BBY2 I. Binder, M. Braverman, M. Yampolsky. On computational complexity of Siegel Julia sets, Commun. Math. Physics, to appear.
5. Grundlehren der Mathematischen Wissenschaften [Fundamental Principles of Mathematical Sciences];Bishop, Errett,1985