Construction of N-body time-symmetric initial data sets in general relativity

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Abstract
  • Given a collection of N asymptotically Euclidean ends with zero scalar curvature, we construct a Riemannian manifold with zero scalar curvature and one asymptotically Euclidean end, whose boundary has a neighborhood isometric to the disjoint union of a specified collection of sub-regions of the given ends. An application is the construction of time-symmetric solutions of the Einstein constraint equations which model N-body initial data.
TitleConstruction of N-body time-symmetric initial data sets in general relativity
CreatorCorvino, Justin
Isenberg, J.
Chrusciel, P. T.
PublisherContemporary Mathematics
Academic DepartmentMathematics
DivisionNatural Sciences
OrganizationLafayette College
Date Issued2011
Date Available2013-01-24T21:21:46Z
TypeArticle
LanguageEnglish
Bibliographic CitationChrusciel, P. T., et al. (2011) "Construction of N-body time-symmetric initial data sets in general relativity." Contemporary Mathematics 554: 83–92.
Standard IdentifierHandle 10385/1059
DOI 10.1090/conm/554/10962
Permalinkhttp://hdl.handle.net/10385/1059
Rights Statement In Copyright In Copyright
Rights HoldersChrusciel, P. T.
Corvino, Justin
Isenberg, J.
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