Complex dynamics and quasi-conformal geometry.

from Monday, 23 October 2017 (09:00) to Wednesday, 25 October 2017 (19:05)
Université d'Angers

        : Sessions
    /     : Talks
        : Breaks
23 Oct 2017
24 Oct 2017
25 Oct 2017
AM
09:00 --- Accueil - café ---
10:00 Matings and Thurston obstruction - Mistuhiro Shishikura (Kyoto University)   ()
Transparents
11:00 --- PAUSE ---
11:30 Julia sets with a wandering branching point. - Xavier Buff (Université de Toulouse)   (L003)
09:00 Generic one parameter perturbation of parabolic points with several petals. - Arnaud Cheritat   ()
Transparents
10:00 --- Pause-Café ---
10:30 Geometric questions on Julia sets. - Peter HaissinskY (Universite d'Aix-Marseille)   (L003)
11:45 Wandering domains of transcendental functions (joint work with K. Baranski, X. Jarque and B. Karpinska) - Nuria Fagella (Universitat de Barcelona)   ()
Transparents
09:00 On combInaTorIal types of Cycles under $z^d$ - Carsten Lunde Petersen (INM at Roskilde University)   (L003)
Transparents
10:00 --- Pause-Café ---
10:30 Rationality is practically decidable for Nearly Euclidean Thurston maps. - Kevin Pilgrim (Indiana Universityl. Boomington.)   (L003.)
11:45 Cubic Polynomials. - Pascale ROESCH (Université Paul Sabatier de Toulouse.)   (L003)
PM
14:30 The Milnor-Thurston determinant and the Ruelle transfer operator. - Hans Henrik Rugh (Université de Paris-Sud, Orsay)   (L003)
Transparents
15:45 The core entropy for polynomials of higher degree. - Giulio Tiozzo (University of Toronto)   (L003)
Transparents
16:45 --- Pause ---
17:15 Desingularizing Hilbert modular varieties. - John Hubbard (Cornell University and Université Aix-Marseille)   (L003)
14:30 Two Moduli Spaces. - John Milnor (Institute for Mathematical Sciences. Stony Brook)   (L003)
Transparents
15:45 Computing the conformal dimension of Julia sets by elastic graphs. - Dylan Thurston (Indiana University, Bloomington)   ()
Transparents
16:45 --- Pause-Café ---
17:15 When hyperbolic maps are matings. - Mary Rees (University of Liverpool)   (L003.)
Transparents