76 citations · 279 across the 20 of their papers we have counts for
23 papers
Geometrically defined asymptotic coordinates in General Relativity
Carla Cederbaum, Jan Metzger
We review and announce recent results on the asymptotic behavior of asymptotically Euclidean relativistic initial data sets and asymptotic foliations thereof. In particular, we dis…
Local space time constant mean curvature and constant expansion foliations
Jan Metzger, Alejandro Peñuela Diaz
Inspired by the small sphere-limit for quasi-local energy we study local foliations of surfaces with prescribed mean curvature. Following the strategy used by Ye in 1991 to study l…
Huisken-Yau-type uniqueness for area-constrained Willmore spheres
Michael Eichmair, Thomas Koerber, Jan Metzger +1
Let be a Riemannian -manifold that is asymptotic to Schwarzschild. We study the existence of large area-constrained Willmore spheres with non-negative Hawki…
Refined position estimates for surfaces of Willmore type in Riemannian manifolds
Jan Metzger
In this paper we consider surfaces which are critical points of the Willmore functional subject to constrained area. In the case of small area we calculate the corrections to the i…
Local foliation of manifolds by surfaces of Willmore type
Tobias Lamm, Jan Metzger, Felix Schulze
We show the existence of a local foliation of a three dimensional Riemannian manifold by critical points of the Willmore functional subject to a small area constraint around non-de…
How Many Kilonovae Can Be Found in Past, Present, and Future Survey Datasets?
D. Scolnic, R. Kessler, D. Brout +83
The discovery of a kilonova (KN) associated with the Advanced LIGO (aLIGO)/Virgo event GW170817 opens up new avenues of multi-messenger astrophysics. Here, using realistic simulati…