Quantum-mechanical analysis of the Tsirelson inequality in harmonic oscillators shows that generalized uniform precession conditions hold sufficiently well to imply the presence of quantum interference terms.
This in turn is related to the fact that the Wigner function, for a class of potentials, has approximately classical evolution
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Assessing the dynamical assumptions in Tsirelson inequality tests of non-classicality in harmonic oscillators
Quantum-mechanical analysis of the Tsirelson inequality in harmonic oscillators shows that generalized uniform precession conditions hold sufficiently well to imply the presence of quantum interference terms.