On the description of subsystems in relativistic hypersurface Bohmian mechanics
2014 ◽
Vol 470
(2169)
◽
pp. 20140181
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Keyword(s):
A candidate for a realistic relativistic quantum theory is the hypersurface Bohm–Dirac model. Its formulation uses a foliation of space–time into space-like hypersurfaces. In order to apply the theory and to make contact with the usual quantum formalism, one needs a framework for the description of subsystems. The presence of spin together with the foliation renders the subsystem description more complicated than in the non-relativistic case with spin. In this paper, we provide such a framework in terms of an appropriate conditional density matrix and an effective wave function as well as clarify their relation, thereby generalizing previous subsystem descriptions in the non-relativistic case.
2020 ◽
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(2088)
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(9)
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pp. 1559-1566
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2020 ◽
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1954 ◽
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pp. 328-329
1949 ◽
Vol 21
(3)
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pp. 434-444
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