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The Innocence of Truth

Dialectica 69 (1):61-85 (2015)

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  1. The Epistemic Lightness of Truth: Deflationism and its Logic.Cezary Cieśliński - 2017 - Cambridge University Press.
    This book analyses and defends the deflationist claim that there is nothing deep about our notion of truth. According to this view, truth is a 'light' and innocent concept, devoid of any essence which could be revealed by scientific inquiry. Cezary Cieśliński considers this claim in light of recent formal results on axiomatic truth theories, which are crucial for understanding and evaluating the philosophical thesis of the innocence of truth. Providing an up-to-date discussion and original perspectives on this central and (...)
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  • Interpreting the Compositional Truth Predicate in Models of Arithmetic.Cezary Cieslinski - manuscript
    We present a construction of a truth class (an interpretation of a compositional truth predicate) in an arbitrary countable recursively saturated model of first-order arithmetic. The construction is fully classical in that it employs nothing more than the classical techniques of formal proof theory.
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  • Conservative Deflationism?Julien Murzi & Lorenzo Rossi - 2020 - Philosophical Studies 177 (2):535-549.
    Deflationists argue that ‘true’ is merely a logico-linguistic device for expressing blind ascriptions and infinite generalisations. For this reason, some authors have argued that deflationary truth must be conservative, i.e. that a deflationary theory of truth for a theory S must not entail sentences in S’s language that are not already entailed by S. However, it has been forcefully argued that any adequate theory of truth for S must be non-conservative and that, for this reason, truth cannot be deflationary :493–521, (...)
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  • Models of PT- with Internal Induction for Total Formulae.Cezary Cieslinski, Bartosz Wcisło & Mateusz Łełyk - 2017 - Review of Symbolic Logic 10 (1):187-202.
    We show that a typed compositional theory of positive truth with internal induction for total formulae (denoted by PT tot ) is not semantically conservative over Peano arithmetic. In addition, we observe that the class of models of PA expandable to models of PT tot contains every recursively saturated model of arithmetic. Our results point to a gap in the philosophical project of describing the use of the truth predicate in model-theoretic contexts.
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  • Models of Positive Truth.Mateusz Łełyk & Bartosz Wcisło - 2019 - Review of Symbolic Logic 12 (1):144-172.
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