Books & Articles Introduction

個人の備忘録用に,最近読んだ書籍・論文のうち面白かったものを抜粋して整理しています!

【 論文 】※ First Author のイニシャル順

  1. Bandura, A. (1977). Self-efficacy: Toward a unifying theory of behavioral change. Psychological Review, 84(2), 191–215.
  2. Barwell, R. (2014). Mathematics and Language. In Andrews, P., & Rowland, T. (Eds.), MasterClass in Mathematics Education : International Perspectives on Teaching and Learning (pp.75-86). Bloomsbury.
  3. Barwell, R., Wessel, L., & Parra, A. (2019). Language diversity and mathematics education: new developmentsResearch in Mathematics Education21(2), 113–118.
  4. Barwell, R. (2020). Language Background in Mathematics Education. In Lerman, S. (Eds.), Encyclopedia of Mathematics Education Second Edition, 441-447, Springer.
  5. Contel, F., & Cusi, A. (2025). Investigating the Role of ChatGPT in Supporting Metacognitive Processes During Problem-Solving ActivitiesDigital Experiences in Mathematics Education11(1), 167–191.
  6. Dörfler, W. (2003). Mathematics and mathematics education: Content and people, relation and differenceEducational Studies in Mathematics54(2/3), 147–170.
  7. Ernest, P. (2012). WHAT IS OUR FIRST PHILOSOPHY IN MATHEMATICS EDUCATION?. For the Learning of Mathematics, 32(3), 8-14.
  8. Helen Forgasz (2020). Gender in Mathematics Education. In: S. Lerman (Eds.),Encyclopedia of mathematics Education, 307-311, Springer.
  9. Inglis, M., & Strauss, J. (2024). Tense in Mathematical EnglishGlobal Philosophy34(1–6).
  10. Morgan, C. (2016). Studying the role of human agency in school mathematicsResearch in Mathematics Education18(2), 120–141.
  11. Plath, J., & Leiss, D. (2018). The impact of linguistic complexity on the solution of mathematical modelling tasks. ZDM, 50, 159-171.
  12. Prins, E., & Ulijn, J. (1998). Linguistic and cultural factors in the readability of mathematics texts: The whorfian hypothesis revisited with evidence from the South African contextJournal of Research in Reading21(2), 139–159.
  13. 真野祐輔,溝口達也,濱中裕明,國宗進 (2018).「論証指導における日常言語の影響:AE/EA statementsの定式化に伴う困難性に焦点をあてて」.日本数学教育学会『第6回春期研究大会論文集』,61-68.
  14. Smith, J., & Fotou, N. (2023). How teachers’ mathematics anxiety affects their students’ mathematics anxiety and mathematics confidence. 13th Congress of the European Society for Research in Mathematics Education (CERME13), Budapest, Hungary.
  15. 上ヶ谷友佑 (2024).「トランスディスプリナリー研究としての教科教育研究:学会主催シンポジウム「教科教育学研究者の専門性とは何か」に対する批判的考察」. 日本教科教育学会誌, 47(3), 65-78.
  16. 上ヶ谷友佑 (2025).「教科教育研究におけるメタ研究のすすめ」. 日本教科教育学会誌, 47(4), 81-90.

【 書籍 】※ First Author のイニシャル順

  1. C. アダムス (2021).『結び目の数学:結び目理論への初等的入門 原書改訂版』. 丸善出版.
  2. Clements et al., (2024). Fourth International Handbook of Mathematics Education. Springer.
  3. Duval, R. (2017).Understanding the mathematical way of thinking – The registers of semiotic representations. In Understanding the Mathematical Way of Thinking – The Registers of Semiotic Representations.
  4. 平林一栄 (1987).『数学教育の活動主義的展開』. 東洋館出版社.
  5. 全国数学教育学会 編著 (2024).『数学教育学の軌跡と展望:研究のためのハンドブック』. ナカニシヤ出版.
  6. 近藤洋逸・好並英司 (1979).『論理学入門』. 岩波全書.
  7. 倉田剛 (2017).『現代存在論講義 Ⅰ:ファンダメンタルズ』. 新曜社.
  8. 倉田剛 (2017).『現代存在論講義 Ⅱ:物質的対象・種・虚構』. 新曜社.
  9. Lakoff, G. & Núñez, R. (2000). Where mathematics comes from. Basic Books.
  10. 町田健 (2011).『言語構造基礎論 文の意味と構造』.勁草書房.
  11. 前原昭二 (2005).『記号論理入門[新装版]』.日本評論社.
  12. Planas, N., Morgan, C. & Schütte, M. Eds (2021). Classroom Research on Mathematics and Language – Seeing Learners and Teachers Differently. Routledge.
  13. Sfard, A.(2008). Thinking as Communicating:Human Development, the Growth of Discourses, and Mathematizing. Cambridge University Press.