Submitted:
16 December 2018
Posted:
18 December 2018
Read the latest preprint version here
Abstract
We give an exact mathematical construction of a spacelike order $<$, which is dual to the standard chronological order $\ll$ in the $n$-dimensional Minkowski space $M^n$, a construction that can be extended to any curved spacetime, and we discuss its geometrical as well as its topological implications.
Keywords:
causality
; chronology
; chorology
; Minkowski space
; time cone
; space cone
; weak interval topology
; duality
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