Global Foliations of Vacuum Spacetimes with $T^2$ Isometry

A global foliation of Einstein-Euler spacetimes with Gowdy symmetry on T^3

LeFloch, P.
Rendall, A.

January 2011

We investigate the initial value problem for the Einstein-Euler equations of general relativity unde...

Constant mean curvature foliations of globally hyperbolic spacetimes locally modelled on $AdS_3$

Barbot, Thierry
Béguin, François
Zeghib, Abdelghani

January 2007

International audienceWe prove that any maximal globally hyperbolic spacetime locally modelled on th...

Global prescribed mean curvature foliations in cosmological space-times. Part I

Henkel, O.

January 2002

This work investigates some global questions about cosmological space–times with two-dimensional sph...

Global Foliations of Vacuum Spacetimes withT2Isometry

Berger, B.
Chrusciel, P.
Isenberg, J.
Moncrief, V.

October 1997

We prove a global existence theorem (with respect to a geometrically defined time) for globally hype...

On the existence of global solutions for T 3-Gowdy spacetimes with stringy matter

Narita, M.

January 2002

We show a global existence theorem for the Einstein-matter equations of T3-Gowdy symmetric spacetime...

On the existence of global solutions for $T^{3}$-Gowdy spacetimes with stringy matter

Narita, M

October 2002

We show a global existence theorem for Einstein-matter equations of $T^{3}$-Gowdy symmetric spacetim...

On the existence of global solutions for $T^{3}$-Gowdy spacetimes with stringy matter

Narita, Makoto

October 2002

We show a global existence theorem for Einstein-matter equations of $T^{3}$-Gowdy symmetric spacetim...

Existence of CMC and constant areal time foliations in T^2 symmetric spacetimes with Vlasov matter

Andreasson, H.
Rendall, A.
Weaver, M.

January 2004

The global structure of solutions of the Einstein equations coupled to the Vlasov equation is invest...

Global Prescribed Mean Curvature foliations in cosmological spacetimes I

Henkel, O.

January 2002

This work investigates some global questions about cosmological space-times with two-dimensional sph...

Weakly regular Einstein-Euler spacetimes with Gowdy symmetry. The global areal foliation

Grubic, Nastasia
LeFloch, Philippe G.

January 2012

We consider weakly regular Gowdy-symmetric spacetimes on T3 satisfying the Einstein-Euler equations ...

On the area of the symmetry orbits of cosmological spacetimes with toroidal or hyperbolic symmetry

Jacques Smulevici

January 2011

We prove several global existence theorems for spacetimes with toroidal or hyperbolic symmetry with ...

Weakly regular Einstein–Euler spacetimes with Gowdy symmetry. The global areal foliation

Nastasia Grubic

July 2015

We consider weakly regular Gowdy–symmetric spacetimes on T3 satisfying the Einstein– Euler equations...

Global existence problem in T<sup>3</sup>-Gowdy symmetric IIB superstring cosmology

Narita, M.

January 2003

We show global existence theorems for Gowdy symmetric spacetimes with type IIB stringy matter. The a...

A global foliation of Einstein-Euler spacetimes with Gowdy-symmetry on T3

LeFloch, P.
Rendall, A.

January 2011

We investigate the initial value problem for the Einstein-Euler equations of general relativity unde...

Initial Data to Vacuum Einstein Equations With

Sang Hoon Chin
Richard Melrose
Sang Hoon Chin

August 2016

We investigate the Vacuum Einstein Equations (E-V) for a globally hyperbolic and maximally time-foli...

A global foliation of Einstein-Euler spacetimes with Gowdy symmetry on T^3

LeFloch, P.
Rendall, A.

January 2011

We investigate the initial value problem for the Einstein-Euler equations of general relativity unde...

Constant mean curvature foliations of globally hyperbolic spacetimes locally modelled on $AdS_3$

Barbot, Thierry
Béguin, François
Zeghib, Abdelghani

January 2007

International audienceWe prove that any maximal globally hyperbolic spacetime locally modelled on th...

Global prescribed mean curvature foliations in cosmological space-times. Part I

Henkel, O.

January 2002

This work investigates some global questions about cosmological space–times with two-dimensional sph...

Global Foliations of Vacuum Spacetimes withT2Isometry

Berger, B.
Chrusciel, P.
Isenberg, J.
Moncrief, V.

October 1997

We prove a global existence theorem (with respect to a geometrically defined time) for globally hype...

On the existence of global solutions for T 3-Gowdy spacetimes with stringy matter

Narita, M.

January 2002

We show a global existence theorem for the Einstein-matter equations of T3-Gowdy symmetric spacetime...

On the existence of global solutions for $T^{3}$-Gowdy spacetimes with stringy matter

Narita, M

October 2002

We show a global existence theorem for Einstein-matter equations of $T^{3}$-Gowdy symmetric spacetim...

On the existence of global solutions for $T^{3}$-Gowdy spacetimes with stringy matter

Narita, Makoto

October 2002

We show a global existence theorem for Einstein-matter equations of $T^{3}$-Gowdy symmetric spacetim...

Existence of CMC and constant areal time foliations in T^2 symmetric spacetimes with Vlasov matter

Andreasson, H.
Rendall, A.
Weaver, M.

January 2004

The global structure of solutions of the Einstein equations coupled to the Vlasov equation is invest...

Global Prescribed Mean Curvature foliations in cosmological spacetimes I

Henkel, O.

January 2002

This work investigates some global questions about cosmological space-times with two-dimensional sph...

Weakly regular Einstein-Euler spacetimes with Gowdy symmetry. The global areal foliation

Grubic, Nastasia
LeFloch, Philippe G.

January 2012

We consider weakly regular Gowdy-symmetric spacetimes on T3 satisfying the Einstein-Euler equations ...

On the area of the symmetry orbits of cosmological spacetimes with toroidal or hyperbolic symmetry

Jacques Smulevici

January 2011

We prove several global existence theorems for spacetimes with toroidal or hyperbolic symmetry with ...

Weakly regular Einstein–Euler spacetimes with Gowdy symmetry. The global areal foliation

Nastasia Grubic

July 2015

We consider weakly regular Gowdy–symmetric spacetimes on T3 satisfying the Einstein– Euler equations...

Global existence problem in T<sup>3</sup>-Gowdy symmetric IIB superstring cosmology

Narita, M.

January 2003

We show global existence theorems for Gowdy symmetric spacetimes with type IIB stringy matter. The a...

A global foliation of Einstein-Euler spacetimes with Gowdy-symmetry on T3

LeFloch, P.
Rendall, A.

January 2011

We investigate the initial value problem for the Einstein-Euler equations of general relativity unde...

Initial Data to Vacuum Einstein Equations With

Sang Hoon Chin
Richard Melrose
Sang Hoon Chin

August 2016

We investigate the Vacuum Einstein Equations (E-V) for a globally hyperbolic and maximally time-foli...

A global foliation of Einstein-Euler spacetimes with Gowdy symmetry on T^3

LeFloch, P.
Rendall, A.

January 2011

We investigate the initial value problem for the Einstein-Euler equations of general relativity unde...

Constant mean curvature foliations of globally hyperbolic spacetimes locally modelled on $AdS_3$

Barbot, Thierry
Béguin, François
Zeghib, Abdelghani

January 2007

International audienceWe prove that any maximal globally hyperbolic spacetime locally modelled on th...

Global prescribed mean curvature foliations in cosmological space-times. Part I

Henkel, O.

January 2002

This work investigates some global questions about cosmological space–times with two-dimensional sph...

Global Foliations of Vacuum Spacetimes with $T^2$ Isometry

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