Hawking's singularity theorem holds for W^{1,p} Lorentzian metrics with L^p curvature under lower Ricci bounds and upper mean curvature conditions, yielding geodesic incompleteness.
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The Hawking Singularity Theorem for H\"older Continuous Metrics with $L^p$-Bounded Curvature
Hawking's singularity theorem holds for W^{1,p} Lorentzian metrics with L^p curvature under lower Ricci bounds and upper mean curvature conditions, yielding geodesic incompleteness.