Curvature Blow up on a Dense Subset of the Singularity in T -gowdy

@inproceedings{Ringstrm2005CurvatureBU,
title={Curvature Blow up on a Dense Subset of the Singularity in T -gowdy},
author={Hans Ringstr{\"o}m},
year={2005}
}

This paper is concerned with the Einstein vacuum equations under the additional assumption of T 3-Gowdy symmetry. We prove that there is a generic set of initial data such that the corresponding solutions exhibit curvature blow up on a dense subset of the singularity. By generic, we mean a countable intersection of open sets (i.e. a Gδ set) which is also dense. Furthermore, the set of initial data is given the C∞ topology. This result was presented at a conference in Miami 2004. Recently, we… CONTINUE READING

Functional Analysis (McGraw-Hill) Max-Planck-Institut für Gravitationsphysik, Am Mühlenberg 1, D-14476 Golm, Germany, Present address: Department of Mathematics, KTH