2 citations · 2 across the 3 of their papers we have counts for
3 papers
gr-qc2025
High-frequency backreaction for the Einstein equations under symmetry: from Einstein-dust to Einstein-Vlasov
Cécile Huneau, Jonathan Luk
Given suitable small, localized, -symmetric solutions to the Einstein-massless Vlasov system in an elliptic gauge, we prove that they can be approximated by high-freq…
gr-qc2024
High-frequency solutions to the Einstein equations
Cécile Huneau, Jonathan Luk
We review recent mathematical results concerning the high-frequency solutions to the Einstein vacuum equations and the limits of these solutions. In particular, we focus on two con…
gr-qc2024★ 2 cited
Burnett's conjecture in generalized wave coordinates
Cécile Huneau, Jonathan Luk
We prove Burnett's conjecture in general relativity when the metrics satisfy a generalized wave coordinate condition, i.e., suppose is a sequence of Lorentzi…