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A Mechanistic macroscopic physical entity with a three dimensional Hilbert space description Export

(1997)

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3d hilbert-space

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It is sometimes stated that Gleason's theorem prevents the construction of hidden-variable models for quantum entities described in a more than twodimensional Hilbert space. In this paper however we explicitly construct a classical (macroscopical) system that can be represented in a threedimensional real Hilbert space, the probability structure appearing as the result of a lack of knowledge about the measurement context. We briefly discuss Gleason's theorem from this point of view.


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