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2024 - PC1 - WS - Curved spacetimes, field theory and beyond

Collection 2024 - PC1 - WS - Curved spacetimes, field theory and beyond

Organizer(s) Häfner, Dietrich ; Hélein, Frédéric ; Puhm, Andrea ; Vasy, András ; Whiting, Bernard ; Winstanley, Elizabeth ; Wrochna, Michał
Date(s) 08/04/2024 - 12/04/2024
linked URL https://indico.math.cnrs.fr/event/9487/
3 24

Burnett's conjecture in General Relativity

By Cécile Huneau

In this talk, I will present a work in collaboration with Jonathan Luk, on the behaviour of weak limits of solutions to Einstein equations. In 1989, Burnett conjectured that a metric, obtained as a uniform limit of solutions to Einstein vacuum equation, whose derivatives converge only weakly, is a solution to Einstein- massless Vlasov equations. This conjecture has been back in the spotlight with the work of Green and Wald on perturbations in cosmology. In a recent work with Jonathan Luk, we prove this conjecture, without symmetry assumption, in generalized wave coordinates.

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  • DOI 10.57987/IHP.2024.PC1.WS.003
  • Cite this video Huneau, Cécile (08/04/2024). Burnett's conjecture in General Relativity. IHP. Audiovisual resource. DOI: 10.57987/IHP.2024.PC1.WS.003
  • URL https://dx.doi.org/10.57987/IHP.2024.PC1.WS.003

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