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題名:發展悅趣化數學文化教案以培養數量與代數素養之探究
書刊名:臺灣數學教育期刊
作者:陳東賢
作者(外文):Chen, Tung-shyan
出版日期:2021
卷期:8:1
頁次:頁55-78
主題關鍵詞:代數教案悅趣化學習數量與代數素養數學文化數學魔術Lesson plans for algebraGame-based learningQuantitative and algebraic literacyMathematical cultureMathematical magic
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  • 共同引用共同引用:16
  • 點閱點閱:2
期刊論文
1.陳嘉皇(20070700)。學童「圖卡覆蓋」代數推理歷程之研究--以三個個案為例。國民教育研究學報,19,79-107。new window  延伸查詢new window
2.陳嘉皇(20060900)。國小五年級學童代數推理策略應用之研究:以「圖卡覆蓋」解題情境歸納算式關係為例。屏東教育大學學報,25,381-412。new window  延伸查詢new window
3.Garris, R.、Ahlers, R.、Driskell, J. E.(2002)。Games, Motivation, and Learning: A Research and Practice Model。Simulation & Gaming: An Interdisciplinary Journal of Theory, Practice and Research,33(4),441-467。  new window
4.張維忠、唐恒鈞(20081200)。民族數學與數學課程改革。數學傳播,32(4),80-87。  延伸查詢new window
5.劉柏宏(20160400)。從數學與文化的關係探討數學文化素養之內涵--理論與案例分析。臺灣數學教育期刊,3(1),55-83。new window  延伸查詢new window
6.俞昕(2015)。摭談數學選修課「九連環」教學。中學數學雜誌,2015(5),6-8。  延伸查詢new window
7.洪萬生(1996)。康熙皇帝與符號代數。HPM通訊,2(1),1-3。  延伸查詢new window
8.洪萬生(19960700)。通識教育:數學史與代數學習。科學月刊,27(7)=319,560-567。  延伸查詢new window
9.唐慧榮(2019)。古典數學遊戲走進小學數學課堂--「九連環」課堂實踐。小學數學教師,2019(6),19-22。  延伸查詢new window
10.高將、崔志永(2012)。關於九連環入選初中活動課程的價值研究。中國科教創新導刊,2012(29)。  延伸查詢new window
11.張海潮(20111200)。從代數到算術--獻給國中小的老師。數學傳播,35(4)=140,49-51。  延伸查詢new window
12.張奠宙、梁紹君、金家梁(2003)。數學文化的一些新視角。數學教育學報,12(1),37-40。  延伸查詢new window
13.Fouze, A. Q.、Amit, M.(2018)。Development of mathematical thinking through integration of ethnomathematic folklore game in math instruction。Eurasia Journal of Mathematics, Science and Technology Education,14(2),617-630。  new window
14.Haverty, L. A.、Koedinger, K. R.、Klahr, D.、Alibali, M. W.(2000)。Solving inductive reasoning problems in mathematics: Not-so-trivial pursuit。Cognitive Science,24(2),249-298。  new window
15.Koirala, H. P.、Goodwin, P. M.(2000)。Teaching algebra in the middle grades using mathmagic。Mathematics Teaching in the Middle School,5(9),562-566。  new window
16.Lim, K. H.(2018)。Using math magic to reinforce algebraic concepts: An exploratory study。International Journal of Mathematical Education in Science and Technology,50(5),747-765。  new window
17.Molnár, G.、Greiff, S.、Csapó, B.(2013)。Inductive reasoning, domain specific and complex problem solving: Relations and development。Thinking Skill and Creativity,9,35-45。  new window
18.Moyer, P.(2001)。Making mathematics culturally relevant。Mathematics Teaching,176,3-5。  new window
19.Plass, J. L.、Homer, B. D.、Kinzer, C. K.(2015)。Foundations of game-based learning。Educational Psychologist,50(4),258-283。  new window
20.Van Vo, D.、Csapó, B.(2020)。Development of inductive reasoning in students across school grade levels。Thinking Skill and Creativity,37。  new window
21.Zazkis, R.、Liljedahl, P.(2002)。Arithmetic sequence as a bridge between conceptual fields。Canadian Journal of Science, Mathematics and Technology Education,2(1),91-118。  new window
會議論文
1.Wilder, R. L.(1950)。The cultural basis of mathematics。The International Congress of Mathematicians。American Mathematical Society。258-271。  new window
2.Plass, J. L.、Perlin, K.、Nordlinger, J.(2010)。The games for learning institute: Research on design patterns for effective educational games。The Game Developers Conference。  new window
研究報告
1.李國偉、黃文璋、楊德清、劉柏宏(2013)。提升國民素養實施方案--數學素養研究計畫期末報告。國家教育研究院。  延伸查詢new window
學位論文
1.袁媛(1993)。國中一年級學生的文字符號概念與代數文字題的解題研究(碩士論文)。國立高雄師範大學。  延伸查詢new window
圖書
1.李源順(2013)。數學這樣教:國小數學感教育。五南圖書出版股份有限公司。  延伸查詢new window
2.National Council of Teachers of Mathematics(2000)。Principles and standards for school mathematics。Reston, Virginia:National Council of Teachers of Mathematics。  new window
3.Polya, G.(1954)。Mathematics and plausible reasoning, Volume 1: Induction and analogy in mathematics。Princeton, NJ:Princeton University Press。  new window
4.方延明(2007)。數學文化。北京:清華大學出版社。  延伸查詢new window
5.Kline, M.(1953)。Mathematics in Western Culture。New York, NY:Oxford University Press。  new window
6.Cajori, F.(1928)。A history of mathematical notations。Open Court Publishing。  new window
7.Schliemann, A. D.、Carraher, D. W.、Brizuela, B. M.(2007)。Bringing out the algebraic character of arithmetic: from children's ideas to classroom practice。Lawrence Erlbaum Associates。  new window
8.王憲昌、劉鵬飛、耿鑫彪(2010)。數學文化概論。科學出版社。  延伸查詢new window
9.林壽福、吳如皓(2009)。數學魔術:27個數學概念奇蹟。尖端。  延伸查詢new window
10.侯惠澤(2016)。遊戲式學習:啟動自學×喜樂協作,一起玩中學!。親子天下。  延伸查詢new window
11.歐陽絳(2008)。數學方法溯源。大連理工大學出版社。  延伸查詢new window
12.米山國藏、毛正中、吳素華(1986)。數學的精神、思想與方法。四川教育出版社。  延伸查詢new window
13.Mullis, I. V. S.、Martin, M. O.、Foy, P.、Kelly, D. L.、Fishbein, B.(2020)。TIMSS 2019 international results in mathematics and science。TIMSS & PIRLS International Study Center, Boston College。  new window
其他
1.教育部國民及學前教育署(20201208)。臺灣參加國際數學與科學教育成就趨勢調查(TIMSS 2019)成果發表,https://www.edu.tw/News_Content.aspx?n=9E7AC85F1954DDA8&s=B822E38553C1D561。  延伸查詢new window
2.賓靜蓀(20201211)。TIMSS調查:台灣學生科學、數學成績全球排行前五,卻不愛學,https://flipedu.parenting.com.tw/article/6309, 。  延伸查詢new window
3.Organisation for Economic Co-operation and Development(2018)。PISA 2021 mathematics framework (draft),https://pisa2021-maths.oecd.org/files/PISA%202021%20Mathematics%20Framework%20Draft.pdf。  new window
圖書論文
1.Simon, H. A.(1980)。Problem solving and education。Problem solving and education: Issues in teaching and research。Hillsdale, NJ:Erlbaum。  new window
2.Laborde, C.(1990)。Language and Mathematics。Mathematics and cognition: A research synthesis by the International Group for the Psychology of Mathematics Education。Cambridge University Press。  new window
3.Kieran, C.(1992)。The learning and teaching of school algebra。Handbook of research on mathematics teaching and learning。New York:Macmillan。  new window
4.Kieran, C.(2007)。Learning and teaching algebra at the middle school through college levels: Building meaning for symbols and their manipulation。Second handbook of research on mathematics teaching and learning。Information Age Publishing。  new window
5.Burton, L.(2009)。The culture of mathematics and the mathematical culture。University science and mathematics education in transition。Springer。  new window
6.Chen, T.-S.(2019)。Researching high school students' strategies for solving the Chinese rings。Proceedings of the Eighth European Summer University on History and Epistemology in mathematics Education。Oslo Metropolitan University。  new window
 
 
 
 
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