Quineanism, Noneism and Metaphysical Equivalence

IF 0.6 3区 数学 Q2 LOGIC
Bruno Jacinto, Javier Belastegui
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引用次数: 0

Abstract

In this paper we propose and defend the Synonymy account, a novel account of metaphysical equivalence which draws on the idea (Rayo in The Construction of Logical Space, Oxford University Press, Oxford, 2013) that part of what it is to formulate a theory is to lay down a theoretical hypothesis concerning logical space. Roughly, two theories are synonymous—and so, in our view, equivalent—just in case (i) they take the same propositions to stand in the same entailment relations, and (ii) they are committed to the truth of the same propositions. Furthermore, we put our proposal to work by showing that it affords a better and more nuanced understanding of the debate between Quineans and noneists. Finally we show how the Synonymy account fares better than some of its competitors, specifically, McSweeney’s (Philosophical Perspectives 30(1):270–293, 2016) epistemic account and Miller’s (Philosophical Quarterly 67(269):772–793, 2017) hyperintensional account.

奎因主义、无主义和形而上学等价性
在本文中,我们提出并捍卫 "同义说"(Synonymy account),这是形而上学等价性的一种新说法,它借鉴了以下观点(Rayo 在《逻辑空间的建构》(The Construction of Logical Space)一书中,牛津大学出版社,牛津,2013 年):提出理论的部分意义在于提出关于逻辑空间的理论假设。粗略地说,两种理论是同义的,因此,在我们看来,它们是等价的--只要(i)它们将相同的命题置于相同的蕴涵关系中,以及(ii)它们致力于相同命题的真理。此外,我们将我们的提议付诸实践,证明它能更好、更细致地理解奎因派与非奎因派之间的争论。最后,我们展示了 "同义说 "如何优于它的一些竞争者,特别是麦克斯维尼(McSweeney's (Philosophical Perspectives 30(1):270-293, 2016)的认识论说和米勒(Miller's (Philosophical Quarterly 67(269):772-793, 2017)的超论说。
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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来源期刊
Studia Logica
Studia Logica MATHEMATICS-LOGIC
CiteScore
1.70
自引率
14.30%
发文量
43
审稿时长
6-12 weeks
期刊介绍: The leading idea of Lvov-Warsaw School of Logic, Philosophy and Mathematics was to investigate philosophical problems by means of rigorous methods of mathematics. Evidence of the great success the School experienced is the fact that it has become generally recognized as Polish Style Logic. Today Polish Style Logic is no longer exclusively a Polish speciality. It is represented by numerous logicians, mathematicians and philosophers from research centers all over the world.
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