Lorentzian metric spaces and GH-convergence: the unbounded case

Name: Lorentzian metric spaces and GH-convergence: the unbounded case
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SKU: a space for the unbound
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a space for the unbound have a nice sleep We introduce a notion of Lorentzian metric space which drops the boundedness condition from our previous work and argue that the properties defining our spaces are minimal. In fact, they are defined by three conditions given by a the reverse triangle inequality for chronologically related events, b Lorentzian distance continuity and relative compactness of chronological diamonds, and c a

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Lorentzian metric spaces and GH-convergence: the unbounded case

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