. [. Bousch, Sur quelquesprobì emes de dynamique holomorphe, 1992.

. Bt-]-x, T. Buff, and . Lei, The quadratic dynatomic curve are smooth and irreducible. Volume special en l'honneur des 80

G. Cui, . Zh, W. Peng, and L. Et-tan, Renormalization and wandering continua of rational maps
URL : https://hal.archives-ouvertes.fr/hal-00601632

G. Cui, . Zh, and L. Et-tan, A characterization of hyperbolic rational maps, Inventiones mathematicae, vol.154, issue.3, pp.451-516, 2011.
DOI : 10.1007/s00222-010-0281-8
URL : https://hal.archives-ouvertes.fr/hal-00166325

J. [. Douady and . Hubbard, A proof of Thurston's topological characterization of rational functions 263-297 [Do] A. Douady, Topological entropy of unimodal maps: monotonicity for quadratic polynomials, Real and complex dynamical systems, 1993.

A. Epstein, Infinitesimal Thurston rigidity and the fatou-Shishikura inequality, Stony Brook IMS Preprint, 1999.

B. Farb and D. Margalit, A primer on mapping class groups Version 5

]. H. Fu and . Furstenberg, Disjointness in ergodic theory, minimal sets, and a problem in Diophantine approximation, Math. Systems Theory, vol.1, pp.1-49, 1967.

A. Phillip and . Griffiths, Introduction to algebraic curves, Translations of mathematical monographs

Y. Gao and Y. Ou, The dynatomic curve for polynomial z ? z d + c is smooth and irreducible

. [. Kiwi, Real laminations and the topological dynamics of complex polynomials, Advances in Mathematics, vol.184, issue.2, pp.207-267, 2004.
DOI : 10.1016/S0001-8708(03)00144-0

. C. Km-]-k, M. P. Lyndon, and . Schutzenberger, On the equation a M = b N c P is a free group, Michigan Math, J, pp.289-298, 1962.

E. Lau and D. Schleicher, Internal addresses in the Mandelbrot set and irreducibility of polynomials, Stony Brook Preprint 19, Levin, On explicit connections between dynamical and parameter spaces, pp.91-297, 1994.

J. Milnor, Periodic orbits, extenal rays and the Mantelbrot set: an expository ac- count

. John and . Milnor, Dynamics in One Complex Variable, 2006.

. John and . Milnor, On Lattes Map, Dynamics on the Riemann Spheres, a Bodil Branner festschrift, pp.9-43

]. P. Mo and . Morton, On certain algebraic curves related to polynomial maps, Compositio Math, vol.103, issue.3, pp.319-350, 1996.

. J. Mt, W. Milnor, and . Thurston, On iterated maps of the interval, pp.465-563, 1988.

]. K. Pil and . Pilgrim, Combinations of complex dynamical systems, Springer Lecture Notes in Mathematics, issue.1827, 2003.

A. Poirier, On Post Critically Finite Polynomials, Part One: Critical Portraits, arXiv:math/9305207v1 [math.DS] 15, 1993.

A. Poirier, On Post Critically Finite Polynomials Part Two: Hubbard Trees

. L. Pr-]-c, G. Petersen, and . Ryd, Convergence of rational rays in parameter-spaces, in 'The Mandelbrotset, Theme and Variations Lecture Note Series 274, 2000.

. Sil and . Silverman, The Arithmetic of Dynamical Systems

. [. Tan, Matings of quadratic polynomials, Erg. Th. and Dyn. Sys, vol.12, pp.589-620, 1992.

]. W. Th and . Thurston, On the Geometry and Dynamics of Iterated Rational Maps, in Complex dynamics, families and friends, 2009.