Geometric Analysis and General Relativity

Videos from BIRS Workshop 16w5054

, Peking University
- 09:40
Isoperimetric mass and isoperimetric surfaces in AF manifolds
Watch video | Download video: 201607180903-Shi.mp4 (98M)
, Union College
- 10:52
Lower semicontinuity of Huisken’s isoperimetric mass I
Watch video | Download video: 201607181028-Jauregui.mp4 (121M)
, Queens College & CUNY Graduate Center
- 11:21
Lower semicontinuity of Huisken’s isoperimetric mass II
Watch video | Download video: 201607181054-Lee.mp4 (119M)
, KTH Stockholm
- 14:55
A geometric characterization of asymptotic flatness
Watch video | Download video: 201607181430-Nerz.mp4 (80M)
, Institut Fourier, Université Grenoble-Alpes
- 16:00
On foliations related to the Center of mass in General Relativity
Watch video | Download video: 201607181530-Cortier.mp4 (141M)
, Duke University
- 16:52
Flatly Foliated Relativity: Gravity without Gravitational Waves
Watch video | Download video: 201607181602-Bray.mp4 (223M)
, Universidad de Salamanca
- 09:50
A Penrose-like inequality for asymptotically flat null hypersurfaces
Watch video | Download video: 201607190900-Mars.mp4 (138M)
, University of Miami
- 10:55
Total mean curvature, scalar curvature, and a variational analog of Brown-York mass
Watch video | Download video: 201607191031-Miao.mp4 (70M)
, UC Santa Barbara
- 14:15
Recent progress on the min-max theory of minimal surfaces
Watch video | Download video: 201607191330-Zhou.mp4 (187M)
, ETH Zurich
- 15:20
Effective index estimates via Euclidean isometric embeddings
Watch video | Download video: 201607191430-Carlotto.mp4 (147M)
, University of California Irvine
- 17:11
Marsden Memorial Lecture: The constraint manifold of general relativity
Watch video | Download video: 201607191604-Schoen.mp4 (251M)
, Lafayette College
- 09:27
Deformation and gluing for the Einstein constraints with the dominant energy condition
Watch video | Download video: 201607200901-Corvino.mp4 (76M)
, Lewis & Clark College
- 09:52
Weakly asymptotically hyperbolic solutions to the Einstein constraint equations
Watch video | Download video: 201607200930-Allen.mp4 (64M)
, UC: San Diego
- 11:02
The conformal method gives a poor parameterization of initial data
Watch video | Download video: 201607201033-Dilts.mp4 (79M)
, Universite Francois-Rabelais de Tours
- 11:27
Improving the recent results for the Vacuum Einstein conformal constraint equation by using the half-continuity method
Watch video | Download video: 201607201104-Nguyen.mp4 (99M)
, Uppsala University
- 09:50
On the positive mass conjecture in the asymptotically hyperbolic setting
Watch video | Download video: 201607210900-Sakovich.mp4 (135M)
, Gakushuin University
- 10:55
Bi-axisymmetric stationary solutions to the vacuum Einstein equation with non-spherical horizons
Watch video | Download video: 201607211030-Yamada.mp4 (115M)
, KTH Royal Institute of Technology
- 11:27
Constructions of outermost apparent horizons with non-trivial topology.
Watch video | Download video: 201607211101-Dahl.mp4 (94M)
, Stony Brook University
- 13:53
Penrose Inequalities with Angular Momentum
Watch video | Download video: 201607211328-Khuri.mp4 (74M)
, Universidad Nacional de Córdoba
- 14:16
A mass-size-angular momentum inequality for objects
Watch video | Download video: 201607211355-GabachClement.mp4 (60M)
, University of Toronto
- 14:57
Mass-angular momentum-charge inequality in higher dimensions
Watch video | Download video: 201607211431-Alaee.mp4 (77M)
, KTH Royal Institute of Technology
- 16:27
Strong Cosmic Censorship in cosmological Bianchi class B perfect fluids and vacuum
Watch video | Download video: 201607211601-Radermacher.mp4 (75M)
, University of Paris 6
- 17:18
The global nonlinear stability of Minkowski space for the Einstein-massive field system and the f(R)-theory of modified gravity
Watch video | Download video: 201607211629-LeFloch.mp4 (133M)
, City University of New York
- 09:52
Almost Rigidity of the Positive Mass Theorem
Watch video | Download video: 201607220901-Sormani.mp4 (258M)
, Lewis & Clark College
- 10:53
A continuous matter distribution arising as an intrinsic flat limit of point particle configurations
Watch video | Download video: 201607221030-Stavrov.mp4 (69M)
, University of Cambridge
- 11:27
The \(C^0\) inextendibility of the Schwarzschild spacetime
Watch video | Download video: 201607221101-Sbierski.mp4 (108M)