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Applied Logic without Psychologism

机译:无需心理学的应用逻辑

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Logic is a celebrated representation language because of its formal generality.But there are two senses in which a logic may be considered general, one that concernsa technical ability to discriminate between different types of individuals, and anotherthat concerns constitutive norms for reasoning as such. This essay embraces the former,permutation-invariance conception of logic and rejects the latter, Fregean conception oflogic. The question of how to apply logic under this pure invariantist view is addressed, anda methodology is given. The pure invariantist view is contrasted with logical pluralism,and a methodology for applied logic is demonstrated in remarks on a variety of issuesconcerning non-monotonic logic and non-monotonic inference, including Charles Morgan'simpossibility results for non-monotonic logic, David Makinson's normative constraints fornon-monotonic inference, and Igor Douven and Timothy Williamson's proposed formalconstraints on rational acceptance.
机译:逻辑由于其形式上的普遍性而成为一种著名的表示语言,但是在两种意义上逻辑可以被认为是通用的,一种涉及区分不同类型的个体的技术能力,另一种涉及这种推理的构成规范。本文包含前者的排列不变性逻辑概念,而拒绝后者的弗雷格安逻辑概念。解决了如何在这种纯粹不变性观点下应用逻辑的问题,并给出了一种方法论。纯粹不变论的观点与逻辑多元论形成对比,并且在有关非单调逻辑和非单调推理的各种问题的评论中论证了一种应用逻辑的方法,包括查尔斯·摩根关于非单调逻辑的可能性结果,戴维·麦金森的规范非单调推理的约束,以及Igor Douven和Timothy Williamson提出的关于理性接受的形式约束。

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