Publication Date:
2020-01-07
Description:
We show that in a sliced spacetime ( V , g ) , global hyperbolicity in V is equivalent to T A -completeness of a slice, if and only if the product topology T P , on V, is equivalent to T A , where T A denotes the usual spacetime Alexandrov “interval” topology.
Electronic ISSN:
2227-7390
Topics:
Mathematics
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