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Remote states, Reeh-Schlieder theorem, and Tsirelson problem.

AutorLeón, Juan
Fecha de publicación20-jun-2016
CitaciónSeventh annual RQI-N Conference (2016)
ResumenAbstract: Tsirelson's problem [1] deals with the applicability to infinite dimensional Hilbert spaces of some results concerning the behaviour of separate quantum subsystems, valid for finite dimensional cases. Specifically, it enquires whether or not the commutative behaviours of the infinite dimensional Hilbert spaces can be approximated by tensor behaviours proper of the finite dimensional cases. In this talk I will review some physical insights on this problem [2] and apply them to localized remote subsystems [3] and some settings of interest for RQI.
DescripciónThe Relativistic Quantum Information North (RQI-N) Conference will take place at University of Waterloo, Waterloo, Canadá, June 21-24, 2016 ; Conferencia invitada ; https://uwaterloo.ca/relativistic-quantum-information-conference/remote-states-reeh-schlieder-theorem-and-tsirelson-problem
URIhttp://hdl.handle.net/10261/153929
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