activity
19992023
most citedGlobal existence for the Einstein vacuum equations in wave coordinates

308 citations · 788 across the 36 of their papers we have counts for

collaborators

38 papers

math.AP2023

Scattering for wave equations with sources close to the lightcone and prescribed radiation fields

Hans Lindblad, Volker Schlue

We construct solutions with prescribed radiation fields for wave equations with polynomially decaying sources close to the lightcone. In this setting, which is motivated by semi-li…

math.AP2023

Asymptotics and Scattering for Wave-Klein-Gordon Systems

Xuantao Chen, Hans Lindblad

We study the coupled wave-Klein-Gordon systems, introduced by LeFloch-Ma and then Ionescu-Pausader, to model the nonlinear effects from the Einstein-Klein-Gordon equation in harmon…

math.AP2022★ 1 cited

The weak null condition on Kerr backgrounds

Hans Lindblad, Mihai Tohaneanu

We study a system of semilinear wave equations on Kerr backgrounds that satisfies the weak null condition. Under the assumption of small initial data, we prove global existence and…

math.AP2021

On the local well-posedness for the relativistic Euler equations for a liquid body

Daniel Ginsberg, Hans Lindblad

We prove a local existence theorem for the free boundary problem for a relativistic fluid in a fixed spacetime. Our proof involves an a priori estimate which only requires control…

gr-qc2021★ 2 cited

Global stability of Minkowski space for the Einstein-Maxwell-Klein-Gordon system in generalized wave coordinates

Christopher Kauffman, Hans Lindblad

We prove global existence for Einstein's equations with a charged scalar field for initial conditions sufficiently close to the Minkowski spacetime without matter. The proof relies…

gr-qc2021

Masses at null infinity for Einstein's equations in harmonic coordinates

Lili He, Hans Lindblad

In this work we give a complete picture of how to in a direct simple way define the mass at null infinity in harmonic coordinates in three different ways that we show satisfy the B…