We talk about the issue of how Bell local hidden variable models can be applied to such unstable particles as nucleons or quantum bound states that are decaying. In line with the quantum Gamow-Ket formalism, we propose to expand the concept of real deterministic hidden variables in the complex domain. To do so, we construct a time-dependent classical probability density distribution and implement hidden time dependence in the quantum expectation values. Therefore, we propose a classical framework that could restore the common Bell stationary quantum statistical averages through asymptotic temporal bounds. The potential applicability of our concept for general non-isolated quantum systems in non-inertial frames is next discussed, along with the dynamic implications of vacuum instabilities on EPR tests and QM ensemble statistical averages.
Author(s) Details:
Gianpaolo Bei,
IISS Charles Darwin, Rome, Italy.
Please see the link here: https://stm.bookpi.org/NFPSR-V2/article/view/8209
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