Collection Probabilistic limit theorems for dynamical systems / Théorèmes limites probabilistes pour les systèmes dynamiques

Organizer(s) Melbourne, Ian ; Pène, Françoise ; Volny, Dalibor
Date(s) 29/10/2018 - 02/11/2018
linked URL https://conferences.cirm-math.fr/1997.html

All the collection videos (5)

55:47

published on November 15, 2018

Limit theorems for almost Anosov flows

By Dalia Terhesiu

54:32

published on November 15, 2018

Growth of normalizing sequences in limit theorems

By Sébastien Gouëzel

57:38

published on November 8, 2018

Diffusion limit for a slow-fast standard map

By Jacopo De Simoi

52:53

published on November 15, 2018

Levy diffusion of dispersing billiards with flat points

By Hong-Kun Zhang

56:15

published on November 15, 2018

Mixing and the local central limit theorem for hyperbolic dynamical systems

By Péter Nándori

Mathematics
and Interactions

Master Class Lycéennes Séphora Berrebi

Séminaire Parisien de Statistique

One question, One researcher

Clément Delcamp : Topological Symmetry and Duality in Quantum Lattice Models

Collection Probabilistic limit theorems for dynamical systems / Théorèmes limites probabilistes pour les systèmes dynamiques

Limit theorems for almost Anosov flows

Growth of normalizing sequences in limit theorems

Diffusion limit for a slow-fast standard map

Levy diffusion of dispersing billiards with flat points

Mixing and the local central limit theorem for hyperbolic dynamical systems

Random walks on simplicial complexes

Random Matrices and Dynamics of Optimization in Very High Dimensions (4/4)

Random Matrices and Dynamics of Optimization in Very High Dimensions (3/4)

Random Matrices and Dynamics of Optimization in Very High Dimensions (1/4)

Geometric Laplacians on Self-Conformal Fractal Curves in the Plane

Beauty of Life seen through Keyhole of Mathematics (4/4)

Cohomology of real algebraic varieties and sums of squares

Random walks on simplicial complexes

Imaginary Liouville conformal field theory

SageMath: research and experimentation in Combinatorics - Lecture 1