By Fuchsian techniques, a large family of Gowdy vacuum spacetimes have been constructed for which one has detailed control over the asymptotic behaviour. In this paper we formulate a condition on initial data yielding the same form of asymptotics
We consider Gowdy spacetimes under the assumption that the spatial hypersurfaces are diffeomorphic t...
We show a global existence theorem for the Einstein-matter equations of T3-Gowdy symmetric spacetime...
We investigate the initial value problem for the Einstein-Euler equations of general relativity unde...
By Fuchsian techniques, a large family of Gowdy vacuum spacetimes have been constructed for which on...
The Gowdy spacetimes are vacuum solutions of the Einstein equations with two commuting Killing vecto...
The Gowdy spacetimes are vacuum solutions of Einstein's equations with two commuting Killing vectors...
We consider Gowdy spacetimes under the assumption that the spatial hypersurfaces are diffeomorphic t...
We study $T^{3}$ Gowdy spacetimes in the Einstein-Maxwell-dilaton-axionsystem and show by the Fuchsi...
By Fuchsian techniques, a large family of Gowdy vacuum spacetimes have been constructed for which on...
By Fuchsian techniques, a large family of Gowdy vacuum spacetimes have been constructed for which on...
This is the first of two papers that together prove strong cosmic censorship in T3-Gowdy space-times...
Some of the most interesting results on the global dynamics of solutions of the vacuum Einstein equa...
We consider self-gravitating fluids in cosmological spacetimes with Gowdy symmetry on T3 and, in thi...
We show a global existence theorem for Einstein-matter equations of $T^{3}$-Gowdy symmetric spacetim...
It has been shown that the cosmic censorship conjecture holds for polarized Gowdy spacetimes. In the...
We consider Gowdy spacetimes under the assumption that the spatial hypersurfaces are diffeomorphic t...
We show a global existence theorem for the Einstein-matter equations of T3-Gowdy symmetric spacetime...
We investigate the initial value problem for the Einstein-Euler equations of general relativity unde...
By Fuchsian techniques, a large family of Gowdy vacuum spacetimes have been constructed for which on...
The Gowdy spacetimes are vacuum solutions of the Einstein equations with two commuting Killing vecto...
The Gowdy spacetimes are vacuum solutions of Einstein's equations with two commuting Killing vectors...
We consider Gowdy spacetimes under the assumption that the spatial hypersurfaces are diffeomorphic t...
We study $T^{3}$ Gowdy spacetimes in the Einstein-Maxwell-dilaton-axionsystem and show by the Fuchsi...
By Fuchsian techniques, a large family of Gowdy vacuum spacetimes have been constructed for which on...
By Fuchsian techniques, a large family of Gowdy vacuum spacetimes have been constructed for which on...
This is the first of two papers that together prove strong cosmic censorship in T3-Gowdy space-times...
Some of the most interesting results on the global dynamics of solutions of the vacuum Einstein equa...
We consider self-gravitating fluids in cosmological spacetimes with Gowdy symmetry on T3 and, in thi...
We show a global existence theorem for Einstein-matter equations of $T^{3}$-Gowdy symmetric spacetim...
It has been shown that the cosmic censorship conjecture holds for polarized Gowdy spacetimes. In the...
We consider Gowdy spacetimes under the assumption that the spatial hypersurfaces are diffeomorphic t...
We show a global existence theorem for the Einstein-matter equations of T3-Gowdy symmetric spacetime...
We investigate the initial value problem for the Einstein-Euler equations of general relativity unde...
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