逻辑哲学

IF 0.7 3区 数学 Q1 LOGIC Bulletin of Symbolic Logic Pub Date : 2012-12-01 DOI:10.2178/BSL.1804010
P. Maddy
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引用次数: 427

摘要

这篇文章是一篇即将退休的主席对符号逻辑协会的演讲。由于一些历史和社会学的原因,该协会的大部分数学成员都知道20世纪之交数学哲学的三大流派——柏拉图主义、形式主义和直觉主义,但对逻辑哲学中的任何一个思想流派都不熟悉。这篇演讲的目的是通过对数学三大哲学观点的粗略类比,来介绍关于逻辑的哲学观点的范围。在此过程中,它概述了康德、19世纪德国科学唯物主义者、弗雷格、密尔、早期维特根斯坦、卡尔纳普、艾尔、奎因和普特南的立场,并向笛卡尔、博尔扎诺和罗素做了一些姿态,最后以第二哲学的选择结束。
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The philosophy of logic
what exactly are these logical This essay is the text of a retiring presidential address to the Association for Symbolic Logic. For a number of historical and sociological reasons, the largely mathematical membership of the Association is aware of the three great schools in the philosophy of mathematics at the turn of the 20th century—Platonism, Formalism, and Intuitionism—but unfamiliar with any school of thought in the philosophy of logic. This address was an effort to introduce the range of philosophical views about logic by rough analogy with the big three about mathematics. Along the way, it sketches the positions of Kant, the 19th-century German scientific materialists, Frege, Mill, early Wittgenstein, Carnap, Ayer, Quine, and Putnam, with gestures toward Descartes, Bolzano, and Russell, and ends with a second-philosophical alternative.
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来源期刊
CiteScore
0.60
自引率
0.00%
发文量
32
审稿时长
>12 weeks
期刊介绍: The Bulletin of Symbolic Logic was established in 1995 by the Association for Symbolic Logic to provide a journal of high standards that would be both accessible and of interest to as wide an audience as possible. It is designed to cover all areas within the purview of the ASL: mathematical logic and its applications, philosophical and non-classical logic and its applications, history and philosophy of logic, and philosophy and methodology of mathematics.
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Formal Logic of Sentences, Sentential Logic (also called Sentential Logic and Statement Logic) Semantic Models for ∏: ∏⧉ Basics of Set Theory Concepts of Deductive Reasoning Proof-Theoretical System for Predicate Logic: ∏πφ=
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