Jeffrey King argues that nothing has truth conditions except by being taken to be true or false by rational agents. But – for good reason – King claims that propositions possess truth conditions essentially and intrinsically. I will argue that King cannot have both: if the truth conditions of a proposition depend on the reactions of rational agents, then the possession of truth conditions can't follow from the intrinsic nature or existence of the proposition. This leaves two options. Either, nothing (...) can do the job that motivates positing propositions. Or, there is no need to explain what bestows a truth condition on a proposition. (shrink)

The paper examines Davidson′s discussion of Frege on the problem of predication. Simple declarative sentences are unities that are true or false; how do predicates contribute to this kind of semantic unity? According to Davidson, the problem cannot be solved by assigning referents to predicates, since this leads to an infinite regress. Frege famously contributes the idea that predicates are “incomplete” or “unsaturated” functional expressions, mapping objects to truth-values. However, he takes predicates to refer to concepts and thus is exposed (...) to Davidson′s argument. I will show that Davidson is only right with regards to “Frege′s semantics”. Yet Frege′s logical doctrine of the decomposition of a sentence – I shall argue – allows for a resolution of this problem. (shrink)