 |
|
|
|
|
||||||||||||||||||||
|
|
|
THEMATIC PROGRAMS |
|
||||||||||||||||||||
| December 23, 2024 |
|
|||||||||||||||||||||||
|
Fall 2005
|
|||||||||||||||||||||||
| April 28 | Davoud Cheraghi Combinatorial rigidity for some infinitely renormalizable unicritical polynomials I will explain a proof of combinatorial rigidity for some class of infinitely renormalizable unicritical polynomials, by assuming a priori bounds for the class. |
| April 21 | Trevor Clark Dimensions in holomorphic dynamics I will discuss a few notions of dimension that arise in the study of Julia sets and describe some of the cases where they coincide. |
| April 7 | Mark Braverman Computability of Julia Sets |
| March 24 | Jacopo De Simoi (University of Maryland) Hierarchical models and Complex Dynamics Joint work with Prof. Stefano Marmi, SNS, Pisa Abstract: Following an observation made more than 20 years ago by Derrida, De Seze & Itzykson we show that it is possible to get from a map (decoration) acting on the space of hypergraphs to a rational map acting on a proper complex manifold that turns out to be a complex multiprojective space of suitable (multi)dimension. We will show some relationships between the decoration map and dynamical properties of the related rational map such as algebraic stability, distribution of indetermination set. We will focus on examples as general statements are still lacking the proper sharpness. |
| March 22** note change of day ** | Adam Epstein (Warwick) Matings in holomorphic dynamics, part II |
| March 17 |
Adam Epstein (Warwick) |
| March 3
|
Alexandra Kaffl Hubbard Trees and kneading sequences, part II |
| Feb 17 | Alexandra Kaffl (I. U. Bremen) Hubbard trees and kneeding sequences of degree 2 |
| Feb 10 |
Anna Miriam Benini, Fields Institute |
| Feb 3 |
Rodrigo Perez, Fields Institute |
| Jan 27 |
Rodrigo Perez, Fields Institute |