Works by Steven T. Kuhn ( view other items matching `Steven T. Kuhn`, view all matches )
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Steven T. Kuhn [10]Steven Thomas Kuhn [1]

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  1. Steven T. Kuhn (2006). Modality and Tense. International Philosophical Quarterly 46 (4):493-502.
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  2. Steven T. Kuhn (2004). Reflections on Ethics and Game Theory. Synthese 141 (1):1 - 44.
    Applications of game theory to moral philosophy are impededby foundational issues and troublesome examples. In the first part of this paper,questions are raised about the appropriate game-theoretical frameworks for applications to moralphilosophy and about the proper interpretations of the theoretical devices employed inthese frameworks. In the second part, five examples that should be of particular interest to thoseinterested in the connections between ethics and game theory are delineated and discussed. Thefirst example comprises games in which there is an outcome unanimously (...)
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  3. Steven T. Kuhn (1996). Agreement Keeping and Indirect Moral Theory. Journal of Philosophy 93 (3):105-128.
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  4. Steven T. Kuhn (1995). Minimal Non-Contingency Logic. Notre Dame Journal of Formal Logic 36 (2):230-234.
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  5. Steven T. Kuhn & Serge Moresi (1995). Pure and Utilitarian Prisoner's Dilemmas. Economics and Philosophy 11 (02):333-.
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  6. Steven T. Kuhn (1984). Stenius on Meaning. Theoria 50 (2-3):165-177.
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  7. Steven T. Kuhn (1983). Universalizability. International Studies in Philosophy 15 (3):107-109.
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  8. Steven T. Kuhn (1983). An Axiomatization of Predicate Functor Logic. Notre Dame Journal of Formal Logic 24 (2):233-241.
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  9. Steven T. Kuhn (1981). Logical Expressions, Constants, and Operator Logic. Journal of Philosophy 78 (9):487-499.
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  10. Steven T. Kuhn (1980). Quantifiers as Modal Operators. Studia Logica 39 (2-3):145 - 158.
    Montague, Prior, von Wright and others drew attention to resemblances between modal operators and quantifiers. In this paper we show that classical quantifiers can, in fact, be regarded as S5-like operators in a purely propositional modal logic. This logic is axiomatized and some interesting fragments of it are investigated.
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  11. Steven Thomas Kuhn (1977). Many-Sorted Modal Logics. [Filosofiska Föreningen].