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- Cauchy_surface abstract "Intuitively, a Cauchy surface is a plane in space-time which is like an instant of time; its significance is that giving the initial conditions on this plane determines the future (and the past) uniquely.More precisely, a Cauchy surface is any subset of space-time which is intersected by every inextensible, non-spacelike (i.e. causal) curve exactly once.A partial Cauchy surface is a hypersurface which is intersected by any causal curve at most once.It is named for French mathematician Augustin Louis Cauchy.".
- Cauchy_surface wikiPageID "2534823".
- Cauchy_surface wikiPageLength "3870".
- Cauchy_surface wikiPageOutDegree "17".
- Cauchy_surface wikiPageRevisionID "689748389".
- Cauchy_surface wikiPageWikiLink Anti-de_Sitter_space.
- Cauchy_surface wikiPageWikiLink Augustin-Louis_Cauchy.
- Cauchy_surface wikiPageWikiLink Category:Lorentzian_manifolds.
- Cauchy_surface wikiPageWikiLink Category:Partial_differential_equations.
- Cauchy_surface wikiPageWikiLink Cauchy_horizon.
- Cauchy_surface wikiPageWikiLink Causal_structure.
- Cauchy_surface wikiPageWikiLink Curve.
- Cauchy_surface wikiPageWikiLink Event_horizon.
- Cauchy_surface wikiPageWikiLink Future_Cauchy_development.
- Cauchy_surface wikiPageWikiLink Hypersurface.
- Cauchy_surface wikiPageWikiLink Inextensible.
- Cauchy_surface wikiPageWikiLink Initial_condition.
- Cauchy_surface wikiPageWikiLink Manifold.
- Cauchy_surface wikiPageWikiLink Minkowski_space.
- Cauchy_surface wikiPageWikiLink Spacetime.
- Cauchy_surface wikiPageWikiLinkText "Cauchy surface".
- Cauchy_surface wikiPageWikiLinkText "Cauchy surface#Cauchy Horizon".
- Cauchy_surface wikiPageUsesTemplate Template:Arxiv.
- Cauchy_surface subject Category:Lorentzian_manifolds.
- Cauchy_surface subject Category:Partial_differential_equations.
- Cauchy_surface hypernym Plane.
- Cauchy_surface type Aircraft.
- Cauchy_surface type Physic.
- Cauchy_surface type Redirect.
- Cauchy_surface comment "Intuitively, a Cauchy surface is a plane in space-time which is like an instant of time; its significance is that giving the initial conditions on this plane determines the future (and the past) uniquely.More precisely, a Cauchy surface is any subset of space-time which is intersected by every inextensible, non-spacelike (i.e.".
- Cauchy_surface label "Cauchy surface".
- Cauchy_surface sameAs Q5054343.
- Cauchy_surface sameAs m.07lk5d.
- Cauchy_surface sameAs Q5054343.
- Cauchy_surface wasDerivedFrom Cauchy_surface?oldid=689748389.
- Cauchy_surface isPrimaryTopicOf Cauchy_surface.