Self-gravitating branes of codimension 4 in Lovelock gravity

Identifieur interne : 000465 ( Istex/Curation ); précédent : 000464; suivant : 000466

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Self-gravitating branes of codimension 4 in Lovelock gravity

Auteurs :

Source :

• Journal of High Energy Physics [ 1126-6708 ] ; 2008-03-01.

RBID : ISTEX:16508D821073340C75BEFAE7E72427E358A9995F

English descriptors

• KwdEn :
  • Algebraic, Algebraic geometry, Arbitrary codimension, Base space, Base spaces, Brane, Brane solutions, Branes, Braneworlds, Codimension, Compact support, Conical, Corresponding instanton metrics, Cosmic string, Cyclic, Dirac, Dirac distribution, Discrete spectrum, Distributional, Distributional euler form, Distributional interpretation, Distributional version, Divisor, Dual graph, Dual graphs, Dynkin diagrams, Einstein equations, Einstein tensor, Euler, Euler form, Euler forms, Exceptional divisor, Free action, General relativity, Gravitational instantons, Higher codimension, Irreducible representations, Isometry group, Lett, Lovelock, Lovelock equations, Lovelock gravity, Lovelock theory, Mckay, Mckay correspondence, Metric, Metrics, Minimal resolution, Minimal resolutions, Nite, Nite subgroup, Nite subgroups, Other hand, Phys, Previous subsection, Previous subsections, Pure einstein gravity, Quotient, Quotient space, Quotient spaces, Real parameter, Regularising, Regularising metrics, Riemannian, Riemannian manifold, Series singularities, Singularity, Standard results, Subgroup, Such actions, Symmetric case, Tensor, Topology, Transverse space.
• Teeft :
  • Algebraic, Algebraic geometry, Arbitrary codimension, Base space, Base spaces, Brane, Brane solutions, Branes, Braneworlds, Codimension, Compact support, Conical, Corresponding instanton metrics, Cosmic string, Cyclic, Dirac, Dirac distribution, Discrete spectrum, Distributional, Distributional euler form, Distributional interpretation, Distributional version, Divisor, Dual graph, Dual graphs, Dynkin diagrams, Einstein equations, Einstein tensor, Euler, Euler form, Euler forms, Exceptional divisor, Free action, General relativity, Gravitational instantons, Higher codimension, Irreducible representations, Isometry group, Lett, Lovelock, Lovelock equations, Lovelock gravity, Lovelock theory, Mckay, Mckay correspondence, Metric, Metrics, Minimal resolution, Minimal resolutions, Nite, Nite subgroup, Nite subgroups, Other hand, Phys, Previous subsection, Previous subsections, Pure einstein gravity, Quotient, Quotient space, Quotient spaces, Real parameter, Regularising, Regularising metrics, Riemannian, Riemannian manifold, Series singularities, Singularity, Standard results, Subgroup, Such actions, Symmetric case, Tensor, Topology, Transverse space.

Url:

• https://api.istex.fr/document/16508D821073340C75BEFAE7E72427E358A9995F/fulltext/pdf

DOI: 10.1088/1126-6708/2008/03/066

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