Publikation: Truth and Finite Conjunction
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2024
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Mind. Oxford University Press (OUP). 2024, 133(532), S. 1121-1135. ISSN 0026-4423. eISSN 1460-2113. Verfügbar unter: doi: 10.1093/mind/fzae042
Zusammenfassung
This note is a critical response to Kentaro Fujimoto’s new conservativeness argument about truth, which centres on the notion of finite conjunction. We argue that Fujimoto’s arguments turn on a specific way of formalizing the notions of finite collection and finite conjunction in first-order logic. In particular, by instead formalizing these concepts in a natural way in set theory or in second-order logic, Fujimoto’s new conservativeness argument can be resisted.
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100 Philosophie
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LUO, Guanglong, Leon HORSTEN, Sam ROBERTS, 2024. Truth and Finite Conjunction. In: Mind. Oxford University Press (OUP). 2024, 133(532), S. 1121-1135. ISSN 0026-4423. eISSN 1460-2113. Verfügbar unter: doi: 10.1093/mind/fzae042BibTex
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year={2024},
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number={532},
volume={133},
issn={0026-4423},
journal={Mind},
pages={1121--1135},
author={Luo, Guanglong and Horsten, Leon and Roberts, Sam}
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<dcterms:abstract>This note is a critical response to Kentaro Fujimoto’s new conservativeness argument about truth, which centres on the notion of finite conjunction. We argue that Fujimoto’s arguments turn on a specific way of formalizing the notions of finite collection and finite conjunction in first-order logic. In particular, by instead formalizing these concepts in a natural way in set theory or in second-order logic, Fujimoto’s new conservativeness argument can be resisted.</dcterms:abstract>
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