Name: Gonzalo Contreras - The C^2 Mañé Conjecture on Surfaces
Uploaded: 2018-09-13T00:00:00-03:00
Description: Video de Gonzalo Contreras - The C^2 Mañé Conjecture on Surfaces de Workshop on Groups, Geometry and Dynamics, July 2018 en OpenFing.

Cursos Actualizaciones FAQs Sobre el proyecto

Workshop on Groups, Geometry and Dynamics, July 2018

1
Andrés Navas - Discrete Sets of Points as Geometric and Dynamical Objects
2
Jairo Bochi - Optimization of Lyapunov Exponents
3
Kathryn Mann - Rigidity of Geometric Surface Group Actions
4
Yaiza Canzani - On the Growth of Eigenfunction Avarages
5
Gonzalo Contreras - The C^2 Mañé Conjecture on Surfaces
6
Colin Guillermou - The Marked Length Spectrum of Anosov Manifolds
7
Maxime Wolff - Bending Deformations for Representations of Surface Groups in the Group of Homeomorphisms of the Circle
8
Pablo Shmerkin - Furstenberg Conjecture on the Intersections of x2, x3 Invariant Cantor Sets
9
Keith Burns: Openness of Accessibility with Three Dimensional Center
10
François Ledrappier - A Family of Stable Diffusions
11
Enrique Pujals - The Stability Conjecture : One of Mañé Journeys
12
Gabriel Paternain - An Incursion into Ricardo Work on Lagrangian Systems
13
Yash Lodha - Group Actions on 1-Manifolds by Piecewise Diffeomorphisms
14
Leonardo Macarini - Periodic Orbits on Symmetric Spheres and Dynamical Convexity
15
Adriana Da Luz - Singularities and C^1 Robustness of Dynamical Properties
16
Thomas Koberda - Diffeomorphism Groups of Intermediate Regularity
17
Andrés Sambarino - Frenet Representations and Hausdorff Dimension
18
Andrés Koropecki - Boundary Dynamics for Surface Homeomorphisms
19
Jean François Quint - Spectral Gap and Absolute Continuity

Gonzalo Contreras - The C^2 Mañé Conjecture on Surfaces

Descargar

×

Iniciar en:

Terminar en:

13/09/2018

Transcripción

Buscar en la transcripción

Cargando transcripción...

Todo el contenido de OpenFing es Creative Commons.