Ensembles de Julia de mesure positive

 Access to full text

 Full (PDF)

1. [B] B. Branner - Puzzles and Parapuzzles of Quadratic and Cubic Polynomials, Mathematical Institute, Technical University of Denmark, Mat-Report (1994). MR1315533
2. [BKNS] H. Bruin, G. Keller, T. Nowicki & S. Van Strien - Absorbing Cantor sets in dynamical systems : Fibonacci maps, Stony Brook IMS preprint 1994/2. To appear in Annals of Mathematics. 
3. [Bo] F. Bonahon - Bouts des variétés hyperboliques de dimension 3, Annals of Mathematics Vol. 124 (1986), 71-158. Zbl0671.57008MR847953
4. [Bu] X. Buff - Points fixes de renormalisation, Thèse, Orsay (1996). 
5. [BH] B. Branner & J.H. Hubbard - The Iteration of Cubic Polynomials, Part II: Patterns and Parapatterns, Acta Mathematica Vol. 169 (1992), 229-325. Zbl0812.30008MR1194004
6. [C] R. Canary - Ends of hyperbolic 3-manifolds, J. Amer. Math. Soc. Vol. 6 (1993), 1-25. Zbl0810.57006MR1166330
7. [D] A. Douady - Topological Entropy of Unimodal Maps, Proceedings of the NATO Adv. Study Inst. on Real and Complex Dynamical Systems, NATO ASI Series Vol. 464 (1993). Zbl0923.58018
8. [DH] A. Douady & J.H. Hubbard - On the Dynamics of Polynomial-like Mappings, Ann. Scient., Ec. Norm. Sup.4e serie Vol. 18 (1985) 287-343. Zbl0587.30028MR816367
9. [E1] H. Epstein - Notes for lectures in Lausanne (1992). 
10. [E2] H. Epstein - New proofs of the existence of the Feigenbaum functions, Commun. Math. Phys. Vol. 106 (1986), 395-426. Zbl0608.30031MR859818
11. [EW] J.P. Eckmann & P. Wittwer - Computer methods and Borel summability applied to Feigenbaum's equation, Lecture Notes in Physics, Heidelberg, New York: Springer Vol. 227 (1985). Zbl0598.58040MR788690
12. [H] J.H. Hubbard - Local Connectivity of Julia Sets and Bifurcation Loci: Three Theorems of J. C. Yoccoz, Topological methods in Modern Mathematics, Publish or Perish, (1993), 467-511. Zbl0797.58049MR1215974
13. [HK] F. Hofbauer & G. Keller - Some remarks on recent results about S-unimodal maps, Ann. Institut Henri Poincaré Vol. 53 (1990), 413-425. Zbl0721.58018MR1096100
14. [L1] M. Lyubich - Geometry of Quadratic Polynomials: Moduli, Rigidity, and Local Connectivity, preprint, Institute for Mathematical Sciences, SUNY at Stony Brook, (1993). 
15. [L2] M. Lyubich - Teichmüller Space of Fibonacci Maps, Preprint, Institute for Mathematical Sciences, SUNY at Stony Brook, (1993). 
16. [L3] M. Lyubich - On the Lebesgue measure of the Julia set of a quadratic polynomial, Preprint, Institute for Mathematical Sciences, SUNY at Stony Brook, (1991). 
17. [LM] M. Lyubich & J. Milnor - The unimodal Fibonacci map, Journal of the A.M.S. Vol. 6 (1993), 425-457. Zbl0778.58040MR1182670
18. [M] J. Milnor - Local Connectivity of Julia Sets : Expository Lectures, preprint, Institute for Mathematical Sciences, SUNY at Stony Brook, (1992). MR1765085
19. [McM] C.T. Mcmullen - Renormalization and 3-manifolds which fibers over the circle, Preprint, Berkeley, (1995). MR1401347
20. [SN] S. Van Strien & T. Nowicki - Polynomial maps with a Julia set of positive Lebesgue measure: Fibonacci maps, Preprint, Institute for Mathematical Sciences, SUNY at Stony Brook, (1994). La version la plus récente peut être obtenue par ftp : anonymous ftp, ftp.fwi.uva.nl, directory: cd pub/mathematics/reports/Geometry_and_Dynamics/Dyn95-1 
21. [T] W. Thurston - Geometry and topology of 3-manifolds, Princeton Univ. lectures notes (1969). 
22. [Y] J.C. Yoccoz - Sur la Connexité Locale de M, Manuscrit non publié, (1989).