Recently ( http://arxiv.org/abs/0903.3680 ) has been pointed out a relationship between QM and periodic dynamics, generalizing the old approach to QM due to de Broglie at.al. In particular it is claimed that imposing periodic boundary conditions to a field (on flat spacetime in the free case) one can obtain the following quantum behaviors in a deterministic way: Hilbert space; Schrodinger equation, Path integral interpretation, Commutation relation, Uncertainty relation, Black Body radiation, Double-slit experiment, Quantum harmonic oscillator and Superconductivity. Is this a new possible interpretation for QM, similar to the Bohmian one?(adsbygoogle = window.adsbygoogle || []).push({});

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# Determinism from periodic dynamics?

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