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EPR-LIKE 'FUNNY BUSINESS' IN THE THEORY OF BRANCHING SPACE-TIMES

机译:分支时空理论中的类似EPR的“有趣的业务”

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摘要

EPR-like phenomena are (presumably) indeterministic, but they furthermore suggest that our world involves seeming-strange "funny business." Without invoking any heavy mathematics, the theory of branching space-times offers two apparently quite different ways in which EPR-like funny business goes beyond simple indeterminism. (1) The first is a modal version of a Bell-like correlation: There exist two space-like separated indeterministic initial events whose families of outcomes are nevertheless modally correlated. That is, although the occurrence of each outcome of each of the two space-like separated initial events is separately possible, some joint occurrence of their outcomes (one from each) is impossible. (2) The second sounds like superluminal causation: A certain initial event can bear a cause-like relation to a certain outcome event without being in the causal past of that outcome. The two accounts of EPR-like funny business are proved equivalent, a result that supports the claim of each as useful to mark the line between mere indeterminism and EPR-like funny business.
机译:类似EPR的现象(不确定)是不确定的,但它们进一步表明,我们的世界涉及看似奇怪的“滑稽生意”。无需调用任何繁琐的数学运算,分支时空理论提供了两种明显不同的方式,使类似EPR的有趣业务超越了简单的不确定性。 (1)第一个是贝尔式相关性的模态版本:存在两个空间状的不确定的初始事件,但其结果族是模态相关的。即,尽管两个单独的空间状的初始事件中的每个事件的每个结果的发生都是可能的,但是它们的结果(每个事件中的一个)的某些联合发生是不可能的。 (2)第二种听起来像是超腔的因果关系:某个初始事件可以与某个结局事件具有因果关系,而不必超出该结局的因果关系。事实证明,类似EPR的滑稽生意的两个说法是等价的,这一结果支持了每个说法都有助于区分单纯的不确定性和类似于EPR的滑稽生意。

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