Reducing compositional to disquotational truth

Disquotational theories of truth, that is, theories of truth based on the T-sentences or similar equivalences as axioms are often thought to be deductively weak. This view is correct if the truth predicate is allowed to apply only to sentences not containing the truth predicate. By taking a slightly...

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Main Author: Halbach, V
Other Authors: Association for Symbolic Logic
Format: Journal article
Language:English
Published: Cambridge University Press 2009
Subjects:
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author Halbach, V
author2 Association for Symbolic Logic
author_facet Association for Symbolic Logic
Halbach, V
author_sort Halbach, V
collection OXFORD
description Disquotational theories of truth, that is, theories of truth based on the T-sentences or similar equivalences as axioms are often thought to be deductively weak. This view is correct if the truth predicate is allowed to apply only to sentences not containing the truth predicate. By taking a slightly more liberal approach toward the paradoxes, I obtain a disquotational theory of truth that is proof theoretically as strong as compositional theories such as the Kripke-Feferman theory, although it doesn't probe the compositional axioms.
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spelling oxford-uuid:ae411462-c3ed-472e-bded-6fee4f65456c2022-03-27T03:41:19ZReducing compositional to disquotational truthJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:ae411462-c3ed-472e-bded-6fee4f65456cPhilosophyEnglishOxford University Research Archive - ValetCambridge University Press2009Halbach, VAssociation for Symbolic LogicDisquotational theories of truth, that is, theories of truth based on the T-sentences or similar equivalences as axioms are often thought to be deductively weak. This view is correct if the truth predicate is allowed to apply only to sentences not containing the truth predicate. By taking a slightly more liberal approach toward the paradoxes, I obtain a disquotational theory of truth that is proof theoretically as strong as compositional theories such as the Kripke-Feferman theory, although it doesn't probe the compositional axioms.
spellingShingle Philosophy
Halbach, V
Reducing compositional to disquotational truth
title Reducing compositional to disquotational truth
title_full Reducing compositional to disquotational truth
title_fullStr Reducing compositional to disquotational truth
title_full_unstemmed Reducing compositional to disquotational truth
title_short Reducing compositional to disquotational truth
title_sort reducing compositional to disquotational truth
topic Philosophy
work_keys_str_mv AT halbachv reducingcompositionaltodisquotationaltruth