課程名稱 |
專題研究:說謊者悖論的非古典研究進路 Independent Study: Non-Classical Approaches to the Liar Paradox |
開課學期 |
109-2 |
授課對象 |
文學院 哲學研究所 |
授課教師 |
鄧敦民 |
課號 |
Phl7885 |
課程識別碼 |
124 M6140 |
班次 |
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學分 |
1.0 |
全/半年 |
半年 |
必/選修 |
選修 |
上課時間 |
星期五1(8:10~9:00) |
上課地點 |
哲研討室二 |
備註 |
本課程中文授課,使用英文教科書。請先徵得授課教師及申請者同意後,始得選課。 限碩士班以上 且 限本系所學生(含輔系、雙修生) 總人數上限:3人 |
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課程簡介影片 |
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核心能力關聯 |
核心能力與課程規劃關聯圖 |
課程大綱
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為確保您我的權利,請尊重智慧財產權及不得非法影印
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課程概述 |
說謊者悖論研究進路眾多,本專題研究將接續上學期古典研究進路之討論,進一步聚焦於以非古典邏輯為基礎而具代表性者,特別是費爾德 (Field 2008) 在弗完備 (paracomplete) 邏輯架構下的真值間隙理論,普里斯特 (Priest 2006) 的弗一致 (paraconsistent) 雙面真理論及其在算數和集合論上的應用。我們也將討論萊特戈布 (Leitgeb 1999) 如何試圖綜合弗完備和弗一致兩種進路,並且簡略回顧貝爾 (Beall 2009) 的拱肩理論。 |
課程目標 |
使學生熟悉以非古典邏輯為基礎的兩種主要悖論研究進路,了解其優缺點,並作為進一步研究相關議題及其他類型進路之準備,以便更深化對悖論之研究。 |
課程要求 |
每週閱讀指定內容,並寫作短文,定期討論。 |
預期每週課後學習時數 |
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Office Hours |
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參考書目 |
Beall, Jc, 2008, Revenge of the Liar, Oxford: Oxford University Press.
Beall, Jc, 2009, Spandrels of Truth, Oxford: Oxford University Press.
Field, Hartry, 2008, Saving Truth from Paradox, Oxford: Oxford University Press.
Kripke, Saul, 1975, “Outline of a theory of truth”, Journal of Philosophy, 72(19): 690–716.
Leitgeb, Hannes, 1999, “Truth and the Liar in De Morgan-valued models”, Notre Dame Journal of Formal Logic, 40(4): 496–514.
Martin, Robert L. (ed.), 1984, Recent Essays on Truth and the Liar Paradox, Oxford: Oxford University Press.
Martin, Robert L. and Peter W. Woodruff, 1975, “On representing ‘true-in-L’ in L”, Philosophia, 5: 213–217. Reprinted in Martin 1984: 47–51.
Priest, Graham, 2006, In Contradiction, Oxford: Oxford University Press, second ed.
Priest, Graham, 2008, An Introduction to Non-Classical Logic, Cambridge: Cambridge University Press, second edition.
Woodruff, Peter W., 1984, “Paradox, truth, and logic part 1: Paradox and truth”, Journal of Philosophical Logic, 13(2): 213–232. |
指定閱讀 |
Beall, Jc, 2008, Revenge of the Liar, Oxford: Oxford University Press.
Beall, Jc, 2009, Spandrels of Truth, Oxford: Oxford University Press.
Field, Hartry, 2008, Saving Truth from Paradox, Oxford: Oxford University Press.
Kripke, Saul, 1975, “Outline of a theory of truth”, Journal of Philosophy, 72(19): 690–716.
Leitgeb, Hannes, 1999, “Truth and the Liar in De Morgan-valued models”, Notre Dame Journal of Formal Logic, 40(4): 496–514.
Martin, Robert L. (ed.), 1984, Recent Essays on Truth and the Liar Paradox, Oxford: Oxford University Press.
Martin, Robert L. and Peter W. Woodruff, 1975, “On representing ‘true-in-L’ in L”, Philosophia, 5: 213–217. Reprinted in Martin 1984: 47–51.
Priest, Graham, 2006, In Contradiction, Oxford: Oxford University Press, second ed.
Priest, Graham, 2008, An Introduction to Non-Classical Logic, Cambridge: Cambridge University Press, second edition.
Woodruff, Peter W., 1984, “Paradox, truth, and logic part 1: Paradox and truth”, Journal of Philosophical Logic, 13(2): 213–232.
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評量方式 (僅供參考) |
No. |
項目 |
百分比 |
說明 |
1. |
平時討論 |
40% |
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2. |
課堂報告 |
60% |
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週次 |
日期 |
單元主題 |
第1週 |
2/26 |
課程介紹 |
第2週 |
3/05 |
Field, Saving Truth from Paradox, Chapters 1 - 5 |
第3週 |
3/12 |
第3週 Kripke, “Outline of a theory of truth”
Martin, Robert L. and Peter W. Woodruff, “On representing ‘true-in-L’ in L”
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第4週 |
3/19 |
Field, Saving Truth from Paradox, Chapters 15 - 18 |
第5週 |
3/26 |
Field, Saving Truth from Paradox, Chapters 19, 20 and 21 |
第6週 |
4/02 |
Field, Saving Truth from Paradox, Chapters 22 and 23 |
第7週 |
4/09 |
Field, Saving Truth from Paradox, Chapters 24 - 27 |
第8週 |
4/16 |
Priest, Graham, 2006, In Contradiction, Chapters 1, 2 and 3 |
第9週 |
4/23 |
Midterm week |
第10週 |
4/30 |
Priest, Graham, 2006, In Contradiction, Chapters 4 and 5 |
第11週 |
5/07 |
Priest, Graham, 2006, In Contradiction, Chapters 6 and 7 |
第12週 |
5/14 |
Priest, Graham, 2006, In Contradiction, Chapters 8, 9 and 10 |
第13週 |
5/21 |
Priest, Graham, 2006, In Contradiction, Chapters 11 - 14 |
第14週 |
5/28 |
Priest, Graham, 2006, In Contradiction, Chapters 15, 16 and 17 |
第15週 |
6/04 |
Priest, Graham, 2006, In Contradiction, Chapters 18, 19 and 20 |
第16週 |
6/11 |
Leitgeb, “Truth and the Liar in De Morgan-valued models” |
第17週 |
6/18 |
Beall, Spandrels of Truth, Chapters 1, 2 and 3 |
第18週 |
6/25 |
Final paper |
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