Pages that link to "Item:Q1901779"

The following pages link to Strong cosmic censorship in vacuum space-times with compact, locally homogeneous Cauchy surfaces (Q1901779):

Displaying 14 items.

• A proof of the Geroch-Horowitz-Penrose formulation of the strong cosmic censor conjecture motivated by computability theory (Q352683) (← links)
• Strong cosmic censorship for \(T ^{2}\)-symmetric spacetimes with cosmological constant and matter (Q1002370) (← links)
• Global foliations of vacuum spacetimes with \(T^2\) isometry (Q1290428) (← links)
• Cosmic censorship for some spatially homogeneous cosmological models (Q1329894) (← links)
• On ``asymptotically flat'' space-times with \(G_2\)-invariant Cauchy surfaces (Q1343461) (← links)
• Strong cosmic censorship in orthogonal Bianchi class B perfect fluids and vacuum models (Q1729816) (← links)
• Mathematical general relativity (Q2003374) (← links)
• A classification theorem for compact Cauchy horizons in vacuum spacetimes (Q2060500) (← links)
• The vacuum conservation theorem (Q2356328) (← links)
• Dynamics of compact homogeneous universes (Q2785755) (← links)
• Mathematical general relativity: A sampler (Q3161731) (← links)
• Strong cosmic censorship in the case of <i>T</i> ³ -Gowdy vacuum spacetimes (Q3514931) (← links)
• Strong cosmic censorship for solutions of the Einstein–Maxwell field equations with polarized Gowdy symmetry (Q3631349) (← links)
• On the existence of Killing fields in smooth spacetimes with a compact Cauchy horizon (Q5163321) (← links)