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Comments on Shimony’s “An Analysis of Stapp’s ‘A Bell-Type Theorem without Hidden Variables’ ”

机译:评论Shimony的“对Stapp的“无隐藏变量的钟型定理的分析””

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The hidden-variable theorems of Bell and followers depend upon an assumption, namely the hidden-variable assumption, that conflicts with the precepts of quantum philosophy. Hence from an orthodox quantum perspective those theorems entail no faster-than-light transfer of information. They merely reinforce the ban on hidden variables. The need for some sort of faster-than-light information transfer can be shown by using counterfactuals instead of hidden variables. Shimony’s criticism of that argument fails to take into account the distinction between no-faster-than-light connection in one direction and that same condition in both directions. The argument can be cleanly formulated within the framework of a fixed past, open future interpretation of quantum theory, which neatly accommodates the critical assumptions that the experimenters are free to choose which experiments they will perform. The assumptions are compatible with the Tomonaga–Schwinger formulation of quantum field theory, and hence with orthodox quantum precepts, and with the relativistic requirement that no prediction pertaining to an outcome in one region can depend upon a free choice made in a region spacelike-separated from the first.
机译:贝尔及其追随者的隐变量定理取决于一个假设,即隐变量假设,该假设与量子哲学的准则相冲突。因此,从正统的量子观点来看,这些定理不要求信息传输快于光速。它们只是加强了对隐藏变量的禁止。通过使用反事实而不是隐藏的变量,可以表明需要某种比光速更快的信息传输。 Shimony对这一论点的批评没有考虑到一个方向的光速连接与两个方向的相同条件之间的区别。可以在固定的,过去的,对量子理论的未来解释的框架内干净地提出该论点,该解释巧妙地适应了实验者可以自由选择将执行哪些实验的批判性假设。这些假设与Tomonaga-Schwinger量子场论的提法,正统的量子法则以及相对论的要求相符,即相对于一个区域的结果的任何预测都不能依赖于以空间分隔的区域中做出的自由选择的相对论要求。从第一开始。

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