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Secondary qualities and the a priori

Mind 101 (402):263-272 (1992)

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  1. Against the Judgment-Dependence of Mathematics and Logic.Alexander Paseau - 2012 - Erkenntnis 76 (1):23-40.
    Although the case for the judgment-dependence of many other domains has been pored over, surprisingly little attention has been paid to mathematics and logic. This paper presents two dilemmas for a judgment-dependent account of these areas. First, the extensionality-substantiality dilemma: in each case, either the judgment-dependent account is extensionally inadequate or it cannot meet the substantiality condition (roughly: non-vacuous specification). Second, the extensionality-extremality dilemma: in each case, either the judgment-dependent account is extensionally inadequate or it cannot meet the extremality condition (...)
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  • Interpretationism and judgement-dependence.Ali Hossein Khani - 2020 - Synthese 198 (10):9639-9659.
    According to Wright’s Judgement-Dependent account of intention, facts about a subject’s intentions can be taken to be constituted by facts about the subject’s best opinions about them formed under certain optimal conditions. This paper aims to defend this account against three main objections which have been made to it by Boghossian, Miller and implicitly by Wright himself. It will be argued that Miller’s objection is implausible because it fails to take into account the partial-determination claim in this account. Boghossian’s objection (...)
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  • How (not) to specify normal conditions for response-dependent concepts.Jussi Haukioja - 2007 - Australasian Journal of Philosophy 85 (2):325 – 331.
    The extensions of response-dependent concepts are a priori connected with the subjective responses that competent users of that concept have in normal conditions. There are two strategies for specifying normal conditions for response-dependent concepts: topic-specific and topic-neutral. On a topic-specific specification, a characterization of normal conditions would be given separately for each response-dependent concept (or a non-trivial subset of response-dependent concepts, such as our colour concepts), whereas a topic-neutral specification would be given in a uniform way for all response-dependent concepts. (...)
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