Macro-Level and Micro-Level Chances

C. Hoefer
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Abstract

This chapter discusses conceptual problems that may arise if we think of the Best System as giving us two (potentially) different chances for the same macroscopic event: one that arises by mathematical entailment out of chancy microphysics, and a second one that is in the system because it supervenes directly on the pattern of events at the macro level. Given the pragmatic approach of HOC, such dual-chance-value situations could exist, though there are formidable conceptual difficulties about how to derive probabilities for macroscopic event-types from micro-level chance laws. It is argued that if such dual-value situations exist in the Best System, one would have reason to apply PP to the macro-level chance rules, but not to the micro-derived chances. The discussion reveals a heretofore hidden limitation of both HOCs themselves, and the validity of the arguments from chapter 4 justifying PP. But the limitation is of no practical consequence.
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宏观层面和微观层面的机会
本章讨论的概念问题可能会出现,如果我们认为最佳系统为我们提供了两个(潜在的)不同的机会来实现相同的宏观事件:一个是由偶然的微观物理学产生的数学蕴意,第二个是在系统中,因为它直接发生在宏观层面的事件模式上。考虑到HOC的实用方法,这种双机会值情况可能存在,尽管如何从微观层面的机会定律推导宏观事件类型的概率存在巨大的概念困难。本文认为,如果在最佳系统中存在这样的双值情况,我们就有理由将PP应用于宏观层面的机会规则,而不应用于微观层面的机会规则。这一讨论揭示了迄今为止,hoc本身隐藏的局限性,以及第四章为PP辩护的论点的有效性,但这种局限性没有实际意义。
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