activity
20182022
most citedObstruction-free gluing for the Einstein equations

5 citations · 11 across the 4 of their papers we have counts for

collaborators

7 papers

gr-qc20225 cited

Obstruction-free gluing for the Einstein equations

Stefan Czimek, Igor Rodnianski

In this paper we develop a new approach to the gluing problem in General Relativity, that is, the problem of matching two solutions of the Einstein equations along a spacelike or c…

gr-qc20211 cited

Characteristic gluing to the Kerr family and application to spacelike gluing

Stefanos Aretakis, Stefan Czimek, Igor Rodnianski

This is the third paper in a series of papers adressing the characteristic gluing problem for the Einstein vacuum equations. We provide full details of our characteristic gluing (i…

gr-qc20211 cited

The characteristic gluing problem for the Einstein vacuum equations. Linear and non-linear analysis

Stefanos Aretakis, Stefan Czimek, Igor Rodnianski

This is the second paper in a series of papers adressing the characteristic gluing problem for the Einstein vacuum equations. We solve the codimension- characteristic gluing pr…

gr-qc20214 cited

The characteristic gluing problem for the Einstein equations and applications

Stefanos Aretakis, Stefan Czimek, Igor Rodnianski

In this paper we introduce the characteristic gluing problem for the Einstein vacuum equations. We present a codimension- gluing construction for characteristic initial data wh…

math.AP2019

The spacelike-characteristic Cauchy problem of general relativity in low regularity

Stefan Czimek, Olivier Graf

In this paper we study the spacelike-characteristic Cauchy problem for the Einstein vacuum equations. We prove that given initial data on a maximal compact spacelike hypersurface $…

math.AP2019

The canonical foliation on null hypersurfaces in low regularity

Stefan Czimek, Olivier Graf

Let denote the future outgoing null hypersurface emanating from a spacelike 2-sphere in a vacuum spacetime . In this paper we study the…