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Reconsidering Jamin Asay's Primitivist Theory of Truth

2021, University of Waikato's Division of Arts, Law, Psychology, and Social Sciences

Jamin Asay (see 2013; 2018) proposed a primitivist theory of truth, namely, the view that truth is a fundamental and un-analyzable concept (let's say: TRUTH), combining this primitivist approach to the concept of truth with a deflationary approach to the (metaphysical) property of being true. The aim of this talk is a review of Asay's primitivist theory to consistently include the primitiveness of our pre-theoretical correspondence relation alongside the primitiveness of TRUTH, where 'pre-theoretical correspondence' refers to a relation between-broadly speaking-our language and thought from one hand, and something worldly on the other hand. First, I summarize some key points of Asay's primitivism, and I highlight the commonsensical strength (in a Moorean-fashion) of the pre-theoretical correspondence intuition (that "grasps" the above-mentioned pre-theoretical correspondence relation)especially referring to Lynch (2009)'s arguments about the "folk concept" of truth, and Ingthorsson (2019)'s thesis according to which the correspondence of beliefs to facts (broadly construed) can occur with no commitment to a correspondence theory of truth. Second, I argue that, if we assume the primitiveness of the pre-theoretical correspondence relation, then the Asay's primitivist theory - as it stands - might not be consistent, as far as it could not consistently hold together the primitiveness of TRUTH and the primitiveness of the pretheoretical correspondence relation.

TITLE: Reconsidering Jamin Asay’s Primitivist Theory of Truth. Ineffability of truth, effability of the correspondence relation EXTENDED ABSTRACT: Jamin Asay (see 2013; 2018) proposed a primitivist theory of truth, namely, the view that truth is a fundamental and un-analyzable concept (let’s say: TRUTH), combining this primitivist approach to the concept of truth with a deflationary approach to the (metaphysical) property of being true. The aim of this talk is a review of Asay’s primitivist theory to consistently include the primitiveness of our pre-theoretical correspondence relation alongside the primitiveness of TRUTH, where ‘pre-theoretical correspondence’ refers to a relation between - broadly speaking - our language and thought from one hand, and something worldly on the other hand. First, I summarize some key points of Asay’s primitivism, and I highlight the commonsensical strength (in a Moorean-fashion) of the pre-theoretical correspondence intuition (that “grasps” the above-mentioned pre-theoretical correspondence relation) – especially referring to Lynch (2009)’s arguments about the “folk concept” of truth, and Ingthorsson (2019)’s thesis according to which the correspondence of beliefs to facts (broadly construed) can occur with no commitment to a correspondence theory of truth. Second, I argue that, if we assume the primitiveness of the pre-theoretical correspondence relation, then the Asay’s primitivist theory - as it stands – might not be consistent, as far as it could not consistently hold together the primitiveness of TRUTH and the primitiveness of the pretheoretical correspondence relation. Asay’s primitivism, indeed, holds or should hold all these main tenets: (A1) The concept TRUTH is primitive (A2) The (pre-theoretical) correspondence relation is primitive (A3) The concept TRUTH is omnipresent (A4) The (pre-theoretical) correspondence relation is analyzable in terms of the concept TRUTH, where (A4) is entailed by (A3).1 The inconsistency lies in the fact that (A2) and (A4) are mutually exclusive, given that the primitiveness occurring in (A2) excludes the analyzability occurring in (A4). To offer a potential corrective to the Asay’s primitivist theory, I will use a suggestion by André Kukla (see 2005), concerning the possible entailment between an ineffable insight and the effable consequences such an insight might generate,2 so that the primitiveness of the concept of truth and the primitiveness of the pre-theoretical correspondence relation can be This entailment can be unfolded as follows: (i) If a notion X is a truth-apt content, then X is analyzable in terms of TRUTH [by (A3)]; (ii) The pre-theoretical correspondence relation is a truth-apt content [ASSUMPTION]; Therefore, (iii) The (pre-theoretical) correspondence relation is analyzable in terms of the concept TRUTH [by Modus Ponens (1); (2)], where it is clear that the conclusion (iii) is precisely (A4). 2 <<Does it make any sense to talk about the effable consequences of an ineffable insight? At least with respect to the lower and weaker grades of ineffability, it surely does. Consider the lowest grade of ineffability: inexpressibility in a given language. It’s clearly possible to take a language L, remove from it all sorts of expressive devices until we get a fragment of L - call it L' - such that there are propositions in L which are (1) not expressible in L', but which (2) have consequences that are expressible in L'. Here’s a concrete example: let L' be obtained from L by excizing all ways of negating sentences, and let (PvQ)&-P be a sentence of L. This sentence is ineffable in L', but it has consequences (e.g., Q) that may very well be expressible in L' >> (Kukla 2005, pp. 109-110). 1 consistently held together within a sort of reviewed primitivist theory of truth. In doing so, my proposal is that the concept TRUTH is ineffable, i.e., it defies any expression in our language (see Kukla 2005; Shaw 2013),3 but it entails (broadly speaking) some effable consequences within the same language, among which there is the pre-theoretical correspondence relation, grasped by the (pre-theoretical) correspondence intuition. In other words, the correspondence relation is our effable device to access the ineffable concept TRUTH. MINIMAL BIBLIOGRAPHY Asay, J. (2013). The Primitivist Theory of Truth. Cambridge: Cambridge University Press Asay, J. (2018). "TRUTH: A Concept Unlike Any Other", Synthese, https://doi.org/10.1007/s11229017-1661-z Ingthorsson, R.D. (2019), “There's no Truth-Theory like the Correspondence Theory", Discusiones Filosoficas, 20/34: 15-41. DOI: 10.17151/difil.2019.20.34.2 Kukla, A. (2005), Ineffability and Philosophy, London and New York: Routledge. Lynch, M.P. (2009), Truth as One and Many, Oxford: Oxford University Press. Shaw, J.R. (2013), "Truth, Paradox, and Ineffable Propositions", Philosophy and Phenomenological Research, 86/1. DOI: 10.2307/41721270 […] I define something to be ineffable in a particular fixed, interpreted language L as follows. A concept or a proposition is ineffable in L if there is no expression of L which expresses that concept or proposition (2013, pp.23). 3