Abstract

Alston begins his exposition of the realist conception of truth in chapter 1 with a roughly Aristotelian formulation: “A statement is true if and only if what the statement says to be the case actually is the case”. This condition has the drawback that it defines truth via illocutionary acts; yet, as Alston argues, propositions are the most basic truth-bearers. Alston therefore turns to the universalized T-schema for a condition that characterizes the truth of propositions without mentioning illocutionary acts: “ The proposition that p is true iff p”, where “” is a substitutional rather than objectual quantifier over propositions. Later Alston avers that this account of truth is equivalent to another that is overtly realist in characterizing truth in terms of facts, a minimalist correspondence theory: “ The proposition that p is true iff it is a fact that p”.