Indexed on: 01 Sep '92Published on: 01 Sep '92Published in: International Journal of Theoretical Physics
It is shown that Hilbert-space quantum mechanics can be represented on phase space in the sense that the density operators can be identified with phase-space densities and the observables can be described by functions on phase space. In particular, we consider phase-space representations of quantum mechanics which are related to certain joint position-momentum observables.
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