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Bell(δ) Inequalities Derived from Separate Common Causal Explanation of Almost Perfect EPR Anticorrelations

机译:由几乎完美的EPR反相关的单独因果解释得出的Bell(δ)不等式

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摘要

It is a well known fact that a common common causal explanation of the EPR scenario which consists in providing a local, non-conspiratorial common common cause system for a set of EPR correlations is excluded by various Bell inequalities. But what if we replace the assumption of a common common cause system by the requirement that each correlation of the set has a local, non-conspiratorial separate common cause system? In the paper we show that this move does not yield a solution by providing a general recipe how to derive any Bell(δ) inequality—that is an inequality differing from some Bell inequality in a term of order of δ—from the assumption that an appropriate set of almost perfect anticorrelations has a separate common causal explanation.
机译:众所周知的事实是,各种Bell不等式都排除了EPR情景的常见因果解释,其中包括为一组EPR相关性提供局部的,非阴谋的共同原因系统。但是,如果我们用集合的每个相关性都具有局部的,非阴谋的,独立的共同原因系统的要求来代替共同共同原因系统的假设,该怎么办?在本文中,我们通过提供一个通用公式来推导如何推导出任何Bell(δ)不等式(即在δ阶上与某些Bell不等式不同的不等式),并假设适当的几乎完美的反相关集有一个单独的常见因果解释。

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