Recently Saul Kripke has drawn attention to a puzzle about belief and proper names, a puzzle of which philosophers have been aware for a long time, but which has never been completely resolved. Kripke gives a new, bilingual illustration of the puzzle:1 Pierre, while living in his native France, learns much about the city of London, which he calls ‘Londres,’ and comes to believe something which he would express in French with the words, ‘Londres est jolie.’ Using standard principle of (...) translation, it seems correct for us to say, ‘Pierre believes that London is pretty.’ Suppose however that Pierre learns English, travels to London, learns that the name of the city he is in is ‘London,’ and sincerely and comprehendingly asserts, ‘London is not pretty.’ On the basis of his assertion, it seems correct for us to say, ‘Pierre believes that London is not pretty.’ But suppose he does not realize that ‘Londres’ is also a name for the city he is in, so he retains the belief which he would express with the French words, ‘Londres est jolie.’ Then, by the same principles of translation as before, it seems that we are still justified in saying, ‘Pierre believes that London is pretty.’ But now we have attributed to Pierre contradictory beliefs, and that does not seem acceptable, since Pierre has committed no logical oversight.Kripke believes that this is the same puzzle as one that arises in older, monolingual examples, such as that used by Quine: suppose Tom believes that Cicero denounced Cataline. Since ‘Tully’ is another name for Cicero, it seems acceptable to paraphrase his belief and say, ‘Tom believes that Tully denounced Cataline.’ But suppose Tom does not realize that Cicero and Tully are the same person, and suppose, in fact, that he sincerely and comprehendingly asserts, ‘Tully did not denounce Cataline.’ Then it also seems acceptable to say, on the basis of Tom’s assertion, ‘Tom believes that Tully did not denounce Cataline.’ But now we have attributed to Tom contradictory beliefs, and, as in the Pierre example, that does not seem acceptable. (shrink)

Recently Saul Kripke has drawn attention to a puzzle about belief and proper names, a puzzle of which philosophers have been aware for a long time, but which has never been completely resolved. Kripke gives a new, bilingual illustration of the puzzle:1 Pierre, while living in his native France, learns much about the city of London, which he calls ‘Londres,’ and comes to believe something which he would express in French with the words, ‘Londres est jolie.’ Using standard principle of (...) translation, it seems correct for us to say, ‘Pierre believes that London is pretty.’ Suppose however that Pierre learns English, travels to London, learns that the name of the city he is in is ‘London,’ and sincerely and comprehendingly asserts, ‘London is not pretty.’ On the basis of his assertion, it seems correct for us to say, ‘Pierre believes that London is not pretty.’ But suppose he does not realize that ‘Londres’ is also a name for the city he is in, so he retains the belief which he would express with the French words, ‘Londres est jolie.’ Then, by the same principles of translation as before, it seems that we are still justified in saying, ‘Pierre believes that London is pretty.’ But now we have attributed to Pierre contradictory beliefs, and that does not seem acceptable, since Pierre has committed no logical oversight.Kripke believes that this is the same puzzle as one that arises in older, monolingual examples, such as that used by Quine: suppose Tom believes that Cicero denounced Cataline. Since ‘Tully’ is another name for Cicero, it seems acceptable to paraphrase his belief and say, ‘Tom believes that Tully denounced Cataline.’ But suppose Tom does not realize that Cicero and Tully are the same person, and suppose, in fact, that he sincerely and comprehendingly asserts, ‘Tully did not denounce Cataline.’ Then it also seems acceptable to say, on the basis of Tom’s assertion, ‘Tom believes that Tully did not denounce Cataline.’ But now we have attributed to Tom contradictory beliefs, and, as in the Pierre example, that does not seem acceptable. (shrink)

This article offers a resolution of Kripke’s well-known belief puzzle.

This article offers a resolution of Kripke’s well-known belief puzzle.