The prosentential theory of truth offers a novel perspective on the concept of truth. Instead of treating truth as a property of statements or propositions, it posits that the word ‘true’ functions analogously to a pronoun. This means ‘true’ doesn’t assert a property but rather serves to refer back to a statement or proposition that has already been made, thereby avoiding the need to explicitly repeat it.
At its core, the theory proposes that truth-bearers (like sentences or propositions) do not possess a property called ‘truth’. Instead, expressions like ‘It is true that P’ are analyzed as instances of a prosentential operator. This operator functions like a pronoun, standing in for a statement without re-asserting its content. For example, ‘Snow is white’ is true’ is understood as ‘Snow is white’.
This theory, notably developed by Dorothy Grover, analyzes sentences like “‘Snow is white’ is true” not as attributing a property to the sentence “Snow is white,” but as a way of asserting the content of that sentence. The truth-predicate acts as a linguistic device, allowing for economy and flexibility in discourse. It avoids commitment to abstract entities like propositions, focusing instead on the use of language.
The prosentential approach has significant implications for understanding semantic paradoxes, such as the Liar Paradox (‘This statement is false’). By analyzing truth as a prosentential operator, the theory aims to dissolve these paradoxes by showing that they arise from a misunderstanding of how truth-talk functions. It offers a way to talk about truth without ontological commitment to truth-makers.
A common challenge is explaining how prosentences can perform the semantic work traditionally attributed to truth predicates, especially in complex logical inferences. Critics sometimes misinterpret the theory as denying the existence of truth altogether, rather than offering a different analytical framework. The theory emphasizes semantic economy over metaphysical claims.
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