Sheafifying Consistent Histories

@inproceedings{Raptis2001SheafifyingCH,
  title={Sheafifying Consistent Histories},
  author={Ioannis Raptis},
  year={2001}
}
Isham's topos-theoretic perspective on the logic of the consistent-histories theory is extended in two ways. First, the presheaves of consistent sets of history propositions in the topos proposed by Isham are endowed with a Vietoris-type of topology and subsequently they are sheafified with respect to it. The category resulting from this sheafification procedure is the topos of sheaves of sets varying continuously over the Vietoris-topologized base poset category of Boolean subalgebras of the… CONTINUE READING

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