参考文献
|
-
吳德邦、馬秀蘭、李懿芳(2007)。編製吳─馬─李氏van Hiele立體幾何思考層次測驗之歷程。測驗統計年刊,15(2),16-42。
連結:
-
馬秀蘭(2007)。學生思考過程之探究:以實務推理為例。科學教育學刊,15(4),387-416。
連結:
-
陳進春、吳德邦(2005)。醫護專科學校學生van Hiele幾何思考層次之研究。測驗統計年刊,13(2),230-260。
連結:
-
教育部(2000)。國民中小學九年一貫課程暫行綱要─數學學習領域。臺北市:教育部。
-
教育部(2003)。國民中小學九年一貫課程綱要數學學習領域。臺北市:教育部。
-
Angell, R. B.(1964).Reasoning and logic.New York:Meredith Publishing Company.
-
Carl, I. M.(ed.)(1995).Prospects for school mathematics.Reston, VA:National Council of Teachers of Mathematics.
-
Coles, M. J.(ed.),Robinson, W. D.(ed.)(1989).Teaching thinking.Bristol:The Bristol Press.
-
Fuys, D.,Geddes, D.,Tischler, R.(1988).The van Hiele model of thinking in geometry among adolescents.Reston, VA:National Council of Teachers of Mathematics.
-
Gardner, H.(1983).Frames of mind: The theory of multiple intelligences.New York:Basic Books.
-
Garfield, J.,Gal, I.(1999).Assessment and statistics education: Current challenges and directions.International Statistical Review,67,1-12.
-
Gartenhaus, A. R.(1984).,未出版
-
Greer, B.(2000).Statistical thinking and learning.Mathematical Thinking and Learnin,2(1&2),1-10.
-
Grouws, D. A.(ed.)(1992).Handbook of research on mathematics teaching and learning.Reston, VA:National Council of Teachers of Mathematics, Inc..
-
Guilford, J. P.(1977).Way beyond the IQ.Buffalo, NY:Creative Education Foundation, Inc..
-
Krulik, S.,Rudnick, J. A.(1993).Reasoning and problem solving: A handbook for elementary school teachers.Needham Heights, Mass:Allyn and Bacon. Inc..
-
Krulik, S.、Rudnick, J. A.、吳德邦譯、馬秀蘭譯(2009)。小學數學推理與解題習作簿。臺北市:心理出版社。
-
Krulik, S.、Rudnick, J. A.、吳德邦譯、馬秀籣譯(2009)。小學數學教學資源手冊─推理與解題導向。臺北市:心理出版社。
-
Krulik, S.、Rudnick, J. A.、馬秀蘭譯、吳德邦譯(2009)。中學數學推理與解題習作簿。臺北市:心理出版社。
-
Krulik, S.、Rudnick, J. A.、馬秀蘭譯、吳德邦譯(2009)。中學數學教學資源手冊─推理與解題導向。臺北市:心理出版社。
-
Lajoie, S. P.(ed.)(1998).Reflections on statistics: Learning, teaching, and assessment in grades K-12.Mahwah, NJ:Lawrence Erlbaum Associates.
-
Lindquist, M.(ed.),Shulte, A. P.(ed.)(1987).Learning and teaching geometry, K-12.Reston, VA:National Council of Teachers of Mathematics.
-
Liu, H. C.,Chen, W. S.,Chen, C. C.,Jheng,Y. D.,Wu, D. B.(2011).Choquet Integral with Respect to High Order Extensional L-Measure.Applied Mechanics and Materials,44-47,3579-3583.
-
Liu, H. C.,Wu, D. B.,Jheng,Y. D.,Sheu, T. W.(2009).Theory of Multivalent Delta-Fuzzy Measures and its Application.WSEAS TRANSACTIONS on INFORMATION SCIENCE and APPLICATIONS,6(6),1061-1070.
-
Molina, D. D.(1990).Austin,The University of Texas at Austin.
-
Moore, D. S.(1998).Statistics among the liberal arts.Journal of the American 123 Statistical Association,93,1253-1259.
-
National Council of Teachers of Mathematics(2000).Principles and standards for school mathematics.Reston, VA:National Council of Teachers of Mathematics.
-
National Council of Teachers of Mathematics(1989).Curriculum and evaluation standards for school mathematics.Reston, VA:National Council of Teachers of Mathematics.
-
Piaget, J.,Inhelder, B.,Szeminska, A.(1960).The child's conception of geometry.New York:Basic Book.
-
Russell, Bertrand、劉福增譯(1987)。哲學問題及精釆附集。臺北市:心理。
-
Senk, S. L.(1989).van Hiele levels and achievement in writing geometry proofs.Journal for Research in Mathe matics Education,20(3),309-321.
-
Sternberg, R. J.(1997).Successful intelligence.New York:Penguin, Plume.
-
Stiff, L. V.(ed.),Curcio, F. R.(ed.)(1999).Developing mathematical reasoning in grades k-12.Reston, VA:National Council of Teachers of Mathematics.
-
Torrance, E. P.,Orlow, E. B.(1986).Torrance tests of creative thinking streamlined (revised) manual.Bensenville, IL:Scholastic testing Service.
-
Treffinger, D. J.,Isaksen, S. G.(1992).Creative problem solving: An introduction.Sarasota, FL:Center for Creative Learning, Inc..
-
Usiskin, Z.(1982).van Hiele levels and achievement in secondary school geometry.Chicago, IL:University of Chicago, Department of Education.
-
Van Hiele, P. M.(1986).Structure and insight: A theory of mathematics education.Orlando, FL:Academic Press.
-
Wu, D. B.(2010).Taichung, Taiwan,Taichung University of Education.
-
Wu, D. B.,Ma, H. L.(2009).An Application of GM(0,N) on Analyzing the First van Hiele Geometrical Thinking Level.Journal of Grey System,12(4),161-168.
-
Wu, D. B.,Ma, H. L.(2006).The distributions of van Hiele levels of geometric thinking among 1st through 6th graders.Proceedings 30th Conference of the international group for the psychology of mathematics education,Prague, Czech Republic:
-
Wu, D. B.,Ma, H. L.(2010).An application of GM(0,N) to analyze the Ma-Wu's test of Practical reasoning abilities.Proceedings of the Sixth IASTED International Conference Advances in Computer Science and Engineering (ACSE 2010),Sharm El-Sheikh, EGYPT:
-
Wu, D. B.,Ma, H. L.(2011).Analyzing the Test of Problem Solving Abilities by Using GM(0,N).Applied Mechanics and Materials,44-47,3922-3926.
-
毛連塭、吳清山、陳麗華(1992)。康乃爾批判思考測驗修訂報告。初等教育學刊,1,11-28。
-
吳德邦(2000)。臺灣中部地區國小學童van Hiele幾何思考層次之研究─晤談部份。進修學訊年刊,6,11-32。
-
吳德邦(2004)。van Hiele的近況及其理論的簡介。國教輔導月刊,44(1),21-25。
-
吳德邦(1998)。臺灣中部地區國小學童van Hiele幾何思考層次之研究。八十六年度數學教育專題研究計畫成果討論會摘要,臺北市:
-
吳德邦(1999)。簡介范析理幾何思考理論。進修學訊年刊,5,47-86。
-
吳德邦、李懿芳、馬秀蘭(2006)。立體幾何思考層次測驗編製歷程之研究。數學考卷編製暨評析研討會論文集,臺中市:
-
吳德邦、馬秀蘭、陳姿良、許天維(2010)。編製吳─馬─陳氏van Hiele幾何推理測驗之歷程。2010第二屆科技與數學教育學術研討會論文集,臺中市:
-
吳德邦、馬秀蘭、藍同利(2006)。探究國小視覺型與觸覺型兒童在繪製三角形活動之概念分析。臺中教育大學學報:數理科技類,20(2),99-138。
-
吳德邦、馬秀蘭、藍同利(2006)。小青的三角形概念─從Duval理論的觀點探究一位國小五年級視覺型兒童之個案研究。科學教育研究與發展季刊,42,78-116。
-
吳德邦、陳姿良、馬秀蘭、紀小玉(2009)。九年一貫課程實施中國小學童在幾何圖形概念上之理解情形。第一屆科技與數學教育學術研討會論文集,臺中市:
-
李源順、王美娟、蘇意雯、陳怡仲(2009)。臺灣學生在TIMSS的數學表現及其啟示。研習資訊,,26(6),61-71。
-
周淑惠(1995)。幼兒數學新論─教材教法。臺北市:心理出版社。
-
洪文東(2000)。從問題解決的過程培養學生的科學創造力。屏師科學教育,11,52-62。
-
洪明賢(2003)。碩士論文(碩士論文)。臺北市,國立臺灣師範大學。
-
張玉成(1998)。思考技巧與教學。臺北市:心理出版社。
-
張春興(1991)。現代心理學。臺北市:東華書局。
-
張春興(1992)。張氏心理學辭典。臺北市:東華書局。
-
教育部(1993)。國民小學課程標準。臺北市:台捷國際文化實業股份有限公司。
-
陳龍安(1998)。創造思考教學的理論與實際。臺北市:心理出版社。
-
賈馥茗(1976)。英才教育。臺北:開南書局。
-
劉好(1993)。國小數學科新課程中幾何教材的設計。國立嘉義師範學院八十二學年度數學教育研討會論文集,嘉義:
-
譚寧君(1993)。兒童的幾何觀─從van Hiele幾何思考的發展模式談起。國民教育,33(5/6),12-17。
|