Kupczynski Marian
Département de l'Informatique, Université du Québec en Outaouais (UQO), C.P. 1250, succursale Hull, Gatineau, Quebec, Canada J8X 3X 7
Philos Trans A Math Phys Eng Sci. 2017 Nov 13;375(2106). doi: 10.1098/rsta.2016.0392.
Recent experiments allow one to conclude that Bell-type inequalities are indeed violated; thus, it is important to understand what this means and how we can explain the existence of strong correlations between outcomes of distant measurements. Do we have to announce that Einstein was wrong, Nature is non-local and non-local correlations are produced due to quantum magic and emerge, somehow, from outside space-time? Fortunately, such conclusions are unfounded because, if supplementary parameters describing measuring instruments are correctly incorporated in a theoretical model, then Bell-type inequalities may not be proved. We construct a simple probabilistic model allowing these correlations to be explained in a locally causal way. In our model, measurement outcomes are neither predetermined nor produced in an irreducibly random way. We explain why, contrary to the general belief, the introduction of setting-dependent parameters does not restrict experimenters' freedom of choice. Since the violation of Bell-type inequalities does not allow the conclusion that Nature is non-local and that quantum theory is complete, the Bohr-Einstein quantum debate may not be closed. The continuation of this debate is important not only for a better understanding of Nature but also for various practical applications of quantum phenomena.This article is part of the themed issue 'Second quantum revolution: foundational questions'.
最近的实验使人们能够得出结论,贝尔型不等式确实被违反了;因此,理解这意味着什么以及我们如何解释远距离测量结果之间强关联的存在非常重要。我们是否必须宣称爱因斯坦错了,自然界是非局域的,并且非局域关联是由于量子魔法产生的,并且不知何故从时空之外出现?幸运的是,这样的结论是没有根据的,因为如果将描述测量仪器的补充参数正确地纳入理论模型中,那么贝尔型不等式可能无法被证明。我们构建了一个简单的概率模型,能够以局域因果的方式解释这些关联。在我们的模型中,测量结果既不是预先确定的,也不是以不可约的随机方式产生的。我们解释了为什么与普遍看法相反,引入依赖于设置的参数并不会限制实验者的选择自由。由于贝尔型不等式的违反并不允许得出自然界是非局域的以及量子理论是完备的结论,玻尔 - 爱因斯坦量子辩论可能不会结束。这场辩论的继续不仅对于更好地理解自然界很重要,而且对于量子现象的各种实际应用也很重要。本文是主题为“第二次量子革命:基础问题”的特刊的一部分。