Iteration for Metaphysical Necessity

C. Dorr, J. Hawthorne, Juhani Yli-Vakkuri
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Abstract

This is the second of two chapters exploring the option of resolving various Tolerance Puzzles by denying Iteration, the claim that whatever is possibly possible is possible. This chapter argues for Iteration for metaphysical possibility, based on the premise that metaphysical possibility is the broadest form of possibility. Some reject this on the grounds that, for example, it is logically possible (although metaphysically impossible) that Hesperus is distinct from Phosphorus. We show that those who accept this premise should reject the form of existential generalization required to derive the conclusion that there is a form of possibility that attaches to the proposition that Hesperus is distinct from Phosphorus. We show how under certain attractive assumptions about the grain of higher-order reality one can show that there is a broadest form of possibility, and indeed define it in purely logical terms.
形而上学必然性的迭代
这是两个章节中的第二章,探索通过否认迭代(即任何可能的事情都是可能的)来解决各种容忍度难题的选择。本章基于形而上学可能性是可能性的最广泛形式这一前提,论证了形而上学可能性的迭代。有些人反对这一点,理由是,例如,它是逻辑上可能的(尽管形而上学上不可能),长庚星不同于磷。我们表明,那些接受这个前提的人应该拒绝存在推广的形式,以得出结论,即有一种形式的可能性,附加在赫斯珀罗斯与磷不同的命题上。我们展示了在关于高阶实在的颗粒的某些吸引人的假设下,人们如何能够证明存在一种最广泛的可能性形式,并且确实用纯粹的逻辑术语来定义它。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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