Abstract
In ‘The Trouble with Tarski’, The Philosophical Quarterly, 48 (1998), pp. 1–22, Jonathan Harrison attacks ‘Tarski‐style’ truth theories for both formalized and natural languages, on the grounds that (1) truth cannot be a property of sentences; (2) if it could be, T‐sentences would have to be necessary truths, which they are not; and (3) T‐sentences are not necessarily true and can even can be false. I reply that (1) cannot be an objection to Tarskian truth theories, since these can be formulated in terms of whatever truth bearers might be. Thesis (2) is unjustified: Harrison's argument for it depends on an equivocation. Thesis (3) is false, since the right‐hand side of a T‐sentence is a meta‐language translation of the object‐language sentence described on the left‐hand side, and this guarantees its truth