語言學專題


本網頁提供的連結為本人對某些語言學專題的學習筆記或研究心得。

語法學專題

本人最初接觸語言學時主要是對語法學感興趣。以下是本人學習及研究語法學的一些成果。

語義學／邏輯學專題

近年來本人的興趣逐漸從語法學轉移至語義學。以下是本人學習及研究語義學(以及與當代形式語義學密切相關的邏輯學)的一些成果。有關「廣義量詞理論」的文章請參閱下面的「廣義量詞系列」目錄。

論文

以下是本人經正式發表的論文(包括畢業論文、學術會議中的論文和報告投影片、書刊章節以及期刊論文)。

  • 論自然語言量化結構的單調推理關係(doc檔、pdf檔) (本文獲香港語言學學會頒發"Outstanding Thesis Award (M.A.)")
  • 《論自然語言量化結構的單調推理關係》的修訂
  • 漢語疑問句的梯級推理
  • A Semantic Model for Vague Quantifiers Combining Fuzzy Theory and Supervaluation Theory (paper) (This is the author-final version of a paper in van Ditmarsch, H., Lang, J. and Ju, S. (eds.): Logic, Rationality and Interaction - Proceedings of the Third International Workshop on Logic, Rationality and Interaction, Lecture Notes in Computer Science, Volume 6953/2011, pp. 61-73, Berlin: Springer, 2011. The original publication is available at Springerlink.)
  • A Semantic Model for Vague Quantifiers Combining Fuzzy Theory and Supervaluation Theory (slides) (contains ideas not covered in the paper)
  • A Bilattice-based GQT Framework for Interrogatives and Interrogative Inferences
  • 對當方陣一般模式及其應用(本文是蔣嚴(主編) 《走近形式語用學》(上海教育出版社2011年出版)中一篇論文的作者手稿，本文的最終刊印本載於《走近形式語用學》第104－121頁。)
  • 單調性與梯級推理(本文是蔣嚴(主編)《走近形式語用學》(上海教育出版社2011年出版)中一篇論文的作者手稿，本文的最終刊印本載於《走近形式語用學》第122－174頁。)
  • 疑問量詞的形式表達與推理模式(本文是蔣嚴(主編)《走近形式語用學》(上海教育出版社2011年出版)中一篇論文的作者手稿，本文的最終刊印本載於《走近形式語用學》第175－261頁。)
  • General Patterns of Opposition Squares and 2n-gons (paper) (This is the author-final version of a paper in Beziau, J.-Y. and Jacquette, D. (eds): Around and Beyond the Square of Opposition, pp. 263-275, Basel: Birkhauser / Springer, 2012. The original publication is available at Springerlink.)
  • General Patterns of Opposition Squares and 2n-gons (slides) (contains ideas not covered in the paper)
  • Generalizing Monotonicity Inferences to Opposition Inferences (pre-proceedings)
  • Generalizing Monotonicity Inferences to Opposition Inferences (author-final version) (This is the author-final version of a paper in Aloni, M. et al (eds): Logic, Language and Meaning - Proceedings of the 18th Amsterdam Colloquium, Lecture Notes in Computer Science, Volume 7218/2012, pp. 281-290, 2012, Berlin: Springer. The original publication is available at Springerlink.)
  • 構造有效關係三段論的兩種方法(本文是《2012 年全國現代邏輯學術研討會論文薈萃》中一篇論文的修改稿，文末附有筆者的最新修訂。)
  • 主觀量的梯級模型解釋(本文是《漢語學習》2012年第4期中一篇論文的作者手稿，本文的最終刊印本載於《漢語學習》2012年第4期第29－38頁。)
  • Inferential Patterns of Generalized Quantifiers and Their Applications to Scalar Reasoning (This is a copyright-protected version of my PhD thesis. This thesis is now available in the PolyU Electronic Theses Database.
  • A Semantic Model for Interrogatives based on Generalized Quantifiers and Bilattices (This is the author-final version of a paper in Grossi, D., Roy, O. and Huang, H. (eds.): Logic, Rationality and Interaction - Proceedings of the Fourth International Workshop on Logic, Rationality and Interaction, Lecture Notes in Computer Science, Volume 8196/2013, pp. 54-67, Berlin: Springer, 2013. The final publication is available at Springerlink.)
  • Opposition Inferences and Generalized Quantifiers (This is the author-final version of a paper in Beziau, J.-Y. and Georgiorgakis, S. (eds.), New Dimensions of the Square of Opposition, Munchen: Philosophia Verlag GmbH, pp. 155–199, 2017. The final publication is available at www.lehmanns.de.)
  • 包含廣義量詞的關係三段論(本文載於《邏輯學研究》第12卷第1期(2019年出版)第70－91頁。)
  • Reconciling Inquisitive Semantics and Generalized Quantifier Theory (pre-proceedings)
  • Reconciling Inquisitive Semantics and Generalized Quantifier Theory (author-final version) (This is the author-final version of a paper in Kojima K., Sakamoto M., Mineshima K., Satoh K. (eds.) New Frontiers in Arti cial Intelligence. JSAI-isAI 2018. Lecture Notes in Computer Science, vol 11717, pp 282-297, 2019. Springer, Cham. The final authenticated version is available online at Springerlink.)
  • A Revised Projectivity Calculus for Inclusion and Exclusion Reasoning (This is a post-peer-review, pre-copyedit version of an article published in Journal of Logic, Language and Information, 29, pp. 163-195, 2020 (Published online: 2019). The final authenticated version is available online at Springerlink. You may also read the full-text view-only version.)
  • Relational Syllogisms with Numerical Quantifiers and Beyond (This is the Accepted Manuscript of an article in the Journal of Logic, Language and Information, 31, pp. 1-34, 2022 (Published online: 2021). This version of the article has been accepted for publication, after peer review but is not the Version of Record and does not reflect post-acceptance improvements, or any corrections. The Version of Record is available online at: Springerlink. You may also read the full-text view-only version.)
  • Internal Reading and Reciprocity (This is the Accepted Manuscript of an article in Bekki, D., Mineshima, K., McCready, E. (eds) Logic and Engineering of Natural Language Semantics. LENLS 2023. Lecture Notes in Computer Science, vol 14569. Springer, Cham, pp. 155-174, 2024. This version of the contribution has been accepted for publication, after peer review (when applicable) but is not the Version of Record and does not reflect post-acceptance improvements, or any corrections. The Version of Record is available online at: SpringerLink.)
  • Relational Syllogisms with Comparative Relations (This is the postprint version of an article published in Logique et Analyse, 263, pp. 221-249 (2023) (official publication date: 2023; actual publication date: 2025). The final authenticated version is available online at: Peeters Online Journals.)

    廣義量詞系列

    「廣義量詞理論」是當代「形式語義學」的重要分支理論，以「量詞」作為研究對象。由於「量詞」與數學和邏輯學關係密切，此一理論吸引了大批數理邏輯學家加入研究行列，成為語言學家與邏輯學家合作研究的最佳範例，並成為語言學學科中運用最多數學工具的分支理論。其某些研究成果的艱深程度甚至可媲美當代的數學和邏輯學學科。

    本系列的目的是介紹筆者所認識並感興趣的「廣義量詞理論」部分內容。這個學科雖然歷史很短，但研究人員和研究課題眾多，筆者無法全部掌握此一學科的全部內容，因此本系列的內容取捨無可避免受筆者的個人喜好和知識所影響，其內容亦可能有偏差或過時之處，敬希讀者留意，亦歡迎專家高人指正。以下是本系列的目錄。

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