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Using Measured Values in Bell’s Inequalities Entails at Least One Hypothesis in Addition to Local Realism

机译:在贝尔不等式中使用测得的值需要至少一个假设,除了局部现实主义之外

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摘要

The recent loophole-free experiments have confirmed the violation of Bell’s inequalities in nature. Yet, in order to insert measured values in Bell’s inequalities, it is unavoidable to make a hypothesis similar to “ergodicity at the hidden variables level”. This possibility opens a promising way out from the old controversy between quantum mechanics and local realism. Here, I review the reason why such a hypothesis (actually, it is one of a set of related hypotheses) in addition to local realism is necessary, and present a simple example, related to Bell’s inequalities, where the hypothesis is violated. This example shows that the violation of the additional hypothesis is necessary, but not sufficient, to violate Bell’s inequalities without violating local realism. The example also provides some clues that may reveal the violation of the additional hypothesis in an experiment.
机译:最近的无漏洞实验已证实违反了贝尔的自然不平等现象。然而,为了在贝尔的不等式中插入测量值,不可避免的是要做出类似于“隐藏变量级别的遍历性”的假设。这种可能性为量子力学和局部现实主义之间的古老争论开辟了一条有希望的道路。在这里,我回顾了为什么除了局部现实主义之外还需要这种假设(实际上是一组相关假设中的一个)的原因,并给出一个简单的例子,与贝尔的不等式有关,其中违反了该假设。这个例子表明,违反附加假设是必要的,但不足以在不违反局部现实主义的情况下违反贝尔的不平等。该示例还提供了一些线索,可能揭示了实验中违反其他假设的情况。

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