Mathematical Aspects of General Relativity

Speaker List

• Lars Andersson AEI Golm
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    The trapped region

• Robert Beig Vienna
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    Rigidly Rotating Bodies in General Relativity

• Hubert Bray Duke
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    An Introduction to the Geometry of Black Holes

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    Negative Point Mass Singularities (NPMS)

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    On the Penrose Conjecture for Arbitrary Slices of a Spacetime

• Yvonne Choquet-Bruhat Paris Jussieu
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    U(1) symmetric gravitationnal collapse in Iwasawa variable

• Piotr Chrusciel
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    A uniqueness theorem for the Kerr metric

• Tobias Colding
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    Rate of change of widths under flows

• Mihalis Dafermos Cambridge
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    The non-linear stability problem for black hole spacetimes

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    The non-linear stability problem for black hole spacetimes

• Erwann Delay Avignon
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    Gluing construction for asymptotically hyperbolic manifolds with constant scalar curvature

• Henriette Elvang MIT
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    Inverse scattering in gravity

• Roberto Emparan Barcelona
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    Open issues in the classification and characterization of higher- dimensional black holes

• Helmut Friedrich AEI Golm
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    One-parameter families of conformally related asymptotically flat, static vacuum data

• Greg Galloway Miami
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    Stability of marginally trapped surfaces, and applications to black holes

• Troels Harmark Niels Bohr Institute
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    Rod-structure of stationary and axisymmetric solutions in General Relativity

• Gustav Holzegel Cambridge
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    Asymptotic Stability of the five-dimensional Schwarzschild metric under biaxial perturbations

• Barak Kol Jerusalem
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    Classical Effective Field Theory and Non-Relativistic Gravitation

• Alan Rendall AEI Golm
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    The interface between mathematics and astrophysics in the study of cosmic acceleration.

• Hans Ringstrom Stockholm (KTH)
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    Future stability of the Einstein-non-linear scalar field system, power law expansion

• Poul Tod Oxford
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    When can one extend the conformal metric through a space-time singularity?

• Juan A Valiente Queen Mary, London
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    Regularity conditions at spatial infinity revisited

• Robert Wald Chicago
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    Quantum Field Theory in Curved Spacetime

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    The Motion of `Point Particles'

• Tobias Wiseman Imperial College
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    Ricci flow as an algorithm to construct black hole metrics