客观机遇

C. Hoefer
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引用次数: 0

摘要

在这一章中,休谟的客观机会(HOC)被提出,并通过一些例子进行了讨论。该理论可以概括如下:机会是由世界上事件的马赛克中存在的模式构成的。这些模式使得在缺乏更好的信息的情况下,如果一个人被迫对机会设置的结果进行猜测或下注,那么采用与机会相同的凭证是合理的。在我们的世界里,所有的客观机会是一个由多种机会组成的最佳系统,在不同的规模上,在休谟基础上有不同的支持。将所有机会统一起来的是它们发挥指导信任作用的能力,正如《主要原则》所规定的那样。与刘易斯一样,HOC中涉及的最佳系统是由简单性、强度和适应性之间的平衡决定的;通过实例,概述了理解这些概念的正确方法。HOC是明确的实用主义,并且与有限的理性代理的需求和能力联系在一起。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Humean Objective Chance
In this chapter, Humean objective chance (HOC) is laid out and discussed using a number of examples. The theory can be summarized as follows: Chances are constituted by the existence of patterns in the mosaic of events in the world. These patterns are such as to make the adoption of credences identical to the chances rational in the absence of better information, if one is obliged to make guesses or bets concerning the outcomes of chance setups. The full set of objective chances in our world is a Best System composed of many kinds of chances, at various levels of scale and with varying kinds of support in the Humean base. What unifies all the chances is their ability to play the role of guiding credence, as codified in the Principal Principle. The Best System(s) involved in HOC are, as with Lewis, determined by a balance of simplicity and strength and fit; through examples, the right way to understand these notions is sketched. HOC is explicitly pragmatic and is tied to the needs and capacities of limited rational agents.
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