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SOCREAL 2010 : 第2回 国際ワークショップ「社会的リアリティの哲学と倫理」 = SOCREAL 2010 : 2nd International Workshop on Philosophy and Ethics of Social Reality >
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Measurement-Theoretic Foundation of Threshold Utility Maximiser's Preference Logic

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この文献へのリンクには次のURLを使用してください:http://hdl.handle.net/2115/43237

タイトル: Measurement-Theoretic Foundation of Threshold Utility Maximiser's Preference Logic
著者: Suzuki, Satoru 著作を一覧する
キーワード: preference logic
semiorder
Sorites Paradox
threshold utility maximisation
bounded rationality
measurement theory
representation theorem
発行日: 2010年
出版者: Center for Applied Ethics and Philosophy (CAEP), Graduate School of Letters, Hokkaido University
誌名: SOCREAL 2010: Proceedings of the 2nd International Workshop on Philosophy and Ethics of Social Reality
開始ページ: 83
終了ページ: 214
抄録: The first problem of this paper is as follows: what kind of preference logic can formalise inferences in which indifference is not transitive? (Nontransitivity Problem) The aim of this paper is to propose a new version of complete and decidable extrinsic preference logic–threshold utility maximiser's preference logic (TUMPL) that can solve the Nontransitivity Problem. Generally, preference logics are in danger of inviting the following problem: almost every principle which has been proposed as fundamental to one preference logic has been rejected by another one. (Fundamental Problem of Intrinsic Preference) A corollary of the Scott-Suppes theorem in measurement theory enables TUMPL to avoid the Fundamental Problem of Intrinsic Preference.
記述: SOCREAL 2010: 2nd International Workshop on Philosophy and Ethics of Social Reality. Sapporo, Japan, 2010-03-27/28. Session 1: Obligations and Preferences
資料タイプ: proceedings
URI: http://hdl.handle.net/2115/43237
出現コレクション:Proceedings

 

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