Collection General relativity: a celebration of the 100th anniversary
Apparaît dans la collection : 2015 - T3 - Mathematical general relativity
Mathématiques
et Interactions
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Toutes les vidéos de la collection (15)
![Dynamic and Thermodynamic Stability of Black Holes and Black Branes]()
59:01publiée le 1 décembre 2015Dynamic and Thermodynamic Stability of Black Holes and Black Branes
De Robert Wald
![Palatial Twistor Theory: a Quantum Approach to Classical Space-Time]()
01:02:30publiée le 1 décembre 2015Palatial Twistor Theory: a Quantum Approach to Classical Space-Time
De Roger Penrose
![The stability problem for black holes & the cosmic censorship conjectures]()
01:00:00publiée le 1 décembre 2015The stability problem for black holes & the cosmic censorship conjectures
De Mihalis Dafermos
![Global Existence for the Einstein Equations with Massive Scalar Fields]()
01:03:41publiée le 1 décembre 2015Global Existence for the Einstein Equations with Massive Scalar Fields
De Qian Wang
![The Formulation of the Two-Body Problem in General Relativity]()
01:12:17publiée le 1 décembre 2015The Formulation of the Two-Body Problem in General Relativity
De Demetrios Christodoulou
![The Linear Stability of the Schwarzschild Solution Under Gravitational Perturbations]()
01:02:00publiée le 1 décembre 2015The Linear Stability of the Schwarzschild Solution Under Gravitational Perturbations
De Gustav Holzegel
![Through a Glass Darkly: the Structure of Cosmological Singularities]()
59:36publiée le 1 décembre 2015Through a Glass Darkly: the Structure of Cosmological Singularities
De Thibault Damour
![The Steps Along The Way Whereby Einstein’s General Theory Enabled The Rise of Present Day Cosmology]()
01:06:08publiée le 1 décembre 2015The Steps Along The Way Whereby Einstein’s General Theory Enabled The Rise of Present Day Cosmology
De Georges Ellis
![Nonlinear stability of Minkowski space for massive fields (7)]()
02:10:33publiée le 5 décembre 2015Nonlinear stability of Minkowski space for massive fields (7)
De Philippe G. LeFloch
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![Lagrangian, Eulerian and Kantorovich formulations of multi-agent optimal control problems]()
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