Summary |
G. E. Moore first observed that assertive utterances of the form ‘p and I don’t believe that p’ and ‘p and I believe that not-p’ are “perfectly absurd or contradictory” and found it philosophically puzzling why they should be so. The puzzle arises from the following fact: Even though we treat such assertions and the beliefs they purport to express as on a par with the formally self-contradictory ‘p & not-p’, Moore’s propositions, unlike ‘p & not-p’, could be true and are not absurd when embedded in a conditional, or when transposed into the third person or past tense. Since Wittgenstein, who coined the term ‘Moore’s Paradox’, philosophers from many different perspectives have argued that properly resolving the puzzle (or, more precisely, family of puzzles) teaches us something important about the nature of assertions and beliefs – though they disagree about both what a proper resolution looks like and what the lessons are. |