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  1. Hume’s Solution of the Goodman Paradox and the Reliability Riddle.Nathan Stemmer - 2007 - Philosophical Studies 132 (2):137-159.
    Many solutions of the Goodman paradox have been proposed but so far no agreement has been reached about which is the correct solution. However, I will not contribute here to the discussion with a new solution. Rather, I will argue that a solution has been in front of us for more than two hundred years because a careful reading of Hume's account of inductive inferences shows that, contrary to Goodman's opinion, it embodies a correct solution of the paradox. Moreover, the (...)
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  • The Objective Confirmation of Hypotheses.Nathan Stemmer - 1981 - Canadian Journal of Philosophy 11 (3):395 - 404.
    According to Nicod's criterion of confirmation, a hypothesis of the form ‘All P are Q’ is confirmed by its positive instances, i.e. by entities that are P and Q. It is well known, however, that the criterion gives origin to counterintuitive results. For example, it sanctions the confirmation of ‘All nonblacks are nonravens’ by a nonblack nonraven. Since this hypothesis is logically equivalent to ‘All ravens are black,’ it follows that the criterion indirectly sanctions the counterintuitive confirmation of ‘All ravens (...)
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  • A solution to the lottery paradox.Nathan Stemmer - 1982 - Synthese 51 (3):339 - 353.
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  • The reliability of inductive inferences and our innate capacities.Nathan Stemmer - 1978 - Zeitschrift Für Allgemeine Wissenschaftstheorie 9 (1):93-105.
    One of the important problems that have to be dealt with in the Philosophy of Science is to account for the high reliability of a very large part of our inductive inferences. This reliability is noteworthy because not only were many of these inferences made by ordinary people, even by children, but they were very often based on the observation of just a few positive instances. In the present paper, I deal with this problem by treating it as a normal (...)
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  • Projectible predicates.Nathan Stemmer - 1979 - Synthese 41 (3):375 - 395.
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  • A partial solution to the Goodman paradox.Nathan Stemmer - 1978 - Philosophical Studies 34 (2):177 - 185.
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