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Failure of local equi-Lipschitzness for families of Lorentz distances to Cauchy surface foliations
The families of Lorentzian distance functions to and from points along a complete timelike line in a spacetime are known to be locally equi-Lipschitz continuous in a neighborhood of the line. This is an essential component in the proof of the classical Lorentzian splitting theorems. We show that thi
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