An alternative to quantum complementarity

Details An alternative to quantum complementarity An alternative to quantum complementarity

2004-09-28

arxiv.org/abs/quant-ph/0409197v2

Physics

Quantum Physics

4 pages, no figures, Revtex4

Scientific paper

The natural state of an unmeasured quantum system can be described by two competing types of hypotheses. One is the lottery model, according to which the system is constantly fluctuating, as if being in many states at once, until the measurement collapses it. The other stems from a roulette analogy, where the measurement alone induces a chaotic shift from one defined state to another. Both the Copenhagen interpretation and the de-Broigle-Bohm realism are based on the lottery model. Yet, the latest experimental data contradict its implications beyond reasonable doubt. A likely solution is to interpret the probabilistic nature of quantum mechanics with a roulette model.

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