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- W59644403 abstract "We investigate geometric properties of indecomposable but non-irreducible Lorentzian manifolds, which are total spaces of circle bundles. We investigate under which conditions these manifolds are complete and give examples which fulfill the obtained conditions. In particular we investigate the Einstein equation for these spaces yielding examples for complete compact Ricci flat Lorentzian manifolds and manifolds with timelike Killing vector fields. Finally we study their holonomy and obtain in particular complete examples for Lorentzian manifolds with holonomy of so called type 4." @default.
- W59644403 created "2016-06-24" @default.
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- W59644403 date "2014-09-09" @default.
- W59644403 modified "2023-09-27" @default.
- W59644403 title "On the Geometry of Circle Bundles with Special Holonomy" @default.
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