Learning from the Eastern and the Western debate: the case of mathematics teacher education
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  • 作者:Gabriele Kaiser (1)
    Sigrid Bl?meke (2)
  • 关键词:Culture in education ; Cultural differences ; Mathematics learning ; Mathematics teachers ; Effectiveness of teacher education ; International study ; Comparative study ; Teacher expertise ; East Asia
  • 刊名:ZDM
  • 出版年:2013
  • 出版时间:March 2013
  • 年:2013
  • 卷:45
  • 期:1
  • 页码:7-19
  • 全文大小:422KB
  • 参考文献:1. Alexander, R. (1999). Culture in pedagogy, pedagogy across cultures. In R. Alexander, P. Broadfoot, & D. Philips (Eds.), / Learning from comparing: New directions in comparative educational research (Vol. 1, pp. 149-80). Oxford: Symposium Books.
    2. Alexander, R. (2000). / Culture and pedagogy. International comparisons in primary education. Oxford: Blackwell.
    3. Bl?meke, S., & Delaney, S. (2012). Assessment of teacher knowledge across countries: a review of the state of research. / ZDM—The International Journal on Mathematics Education, / 44(3), 223-48. CrossRef
    4. Bl?meke, S., Hsieh, F.-J., Kaiser, G., & Schmidt, W. (2013). / International perspectives on teacher knowledge, beliefs and opportunities to learn. Results from TEDS- / M. New York: Springer (to appear).
    5. Bl?meke, S., Kaiser, G., & Lehmann, R. (Eds.). (2010). / TEDS-M 2008. Professionelle Kompetenz und Lerngelegenheiten angehender Mathematiklehrkr?fte für die Sekundarstufe I im internationalen Vergleich. Münster: Waxmann.
    6. Bl?meke, S., & Paine, L. (2008). Getting the fish out of the water: Considering benefits and problems of doing research on teacher education at an international level. / Teaching and Teacher Education, / 24(4), 2027-037. CrossRef
    7. Bl?meke, S., Suhl, U., & Kaiser, G. (2011). Teacher education effectiveness: Quality and equity of future primary teachers-mathematics and mathematics pedagogical content knowledge. / Journal of Teacher Education, / 62(2), 154-71. CrossRef
    8. Cai, J., Wang, T., Wang, N., & Garber, T. (2009). Studying effective teaching from teacher’s perspective: The journey has just begun. In J. Cai, G. Kaiser, B. Perry, & N.-G. Wong (Eds.), / Effective mathematics teaching from teachers-perspectives: National and cross-national studies (pp. 305-17). Rotterdam: Sense Publishers.
    9. Felbrich, A., Kaiser, G., & Schmotz, C. (2012). The cultural dimension of beliefs: An investigation of future primary teachers-epistemological beliefs concerning the nature of mathematics in 15 countries. / ZDM—The International Journal on Mathematics Education, / 44(3), 355-66. CrossRef
    10. Goncalo, J. A., & Staw, B. M. (2006). Individualism—collectivism and group creativity. / Organizational Behavior and Human Decision Processes, / 100, 96-09. CrossRef
    11. Griesel, H. (1974). überlegungen zur Didaktik der Mathematik als Wissenschaft. / Zentralblatt für Didaktik der Mathematik, / 6, 115-19.
    12. Grigutsch, S., Raatz, U., & T?rner, G. (1998). Einstellungen gegenüber Mathematik bei Mathematiklehrern. / Journal für Mathematik-Didaktik, / 19, 3-5.
    13. Hattie, J. (2012). / Visible learning for teachers. Maximizing impact on learning. Milton Park: Routledge.
    14. Henrici, P. (1974). Computational complex analysis. / Proceedings Symposium Applied Mathematics, / 20, 79-6. CrossRef
    15. Hilker, F. (1962). / Vergleichende P?dagogik. Eine Einführung in ihre Geschichte, Theorie und Praxis. München: Hueber.
    16. Hofstede, G. (1986). Cultural differences in teaching and learning. / International Journal of Intercultural Relations, / 10, 301-20. CrossRef
    17. Hofstede, G. (2001). / Culture’s consequences—comparing values, behaviors, institutions and organizations across nations. Thousand Oaks: Sage.
    18. House, R. J., Hanges, P. J., Javidan, M., Dorfman, P. W., & Gupta, V. (2004). / Culture, leadership and organisations: The GLOBE study of 62 societies. Thousand Oaks: Sage Publications.
    19. Hudson, B., & Meyer, M. A. (2011). / Beyond fragmentation: Didactics, learning and teaching in Europe. Opladen: Barbara Budrich.
    20. Husén, T. (1983). Are standards in U.S. schools really lagging behind those in other countries? / Phi Delta Kappan, / 64, 455-61.
    21. Kaiser, G. (2002). Educational philosophies and their influences on mathematics education—an ethnographic study in English and German classrooms. / ZDM—Zentralblatt für Didaktik der Mathematik, / 34(6), 241-56. CrossRef
    22. Kaiser, G., Hino, K., & Knipping, C. (2006). / Mathematics education in different cultural traditions—a comparative study of the East Asia and the West. The 13th ICMI Study (pp. 319-51). New York: Springer.
    23. Kaiser, G., & Li, Y. (2011). Reflections and future prospects. In Y. Li & G. Kaiser (Eds.), / Expertise in mathematics instruction. An international perspective (pp. 343-53). New York: Springer. CrossRef
    24. Kaiser, G., & Vollstedt, M. (2007). Teachers-views on effective mathematics teaching: Commentaries from a European perspective. / ZDM—The International Journal on Mathematics Education, / 39(4), 341-48. CrossRef
    25. Kanter, R. M. (1988). When a thousand flowers bloom: Structural, collective, and social conditions for innovation in organization. / Research in Organizational Behaviour, / 10, 169-11.
    26. Kawanaka, T., Stigler, J. W., & Hiebert, J. (1999). Studying mathematics classrooms in Germany, Japan, and the United States: Lessons from TIMSS Videotape Study. In G. Kaiser, E. Luna, & I. Huntley (Eds.), / International comparisons in mathematics education (pp. 86-03). London: Falmer Press.
    27. Klein, F. (1905). / Elementary mathematics from an advanced standpoint (Vol. 1). Berlin: Julius Springer.
    28. Leung, F. K. S. (2001). In search of an East Asian identity in mathematics education. / Educational Studies in Mathematics, / 47(1), 35-1. CrossRef
    29. Leung, F. K. S. (2006). Mathematics education in East Asia and the West: Does culture matter? In F. K. S. Leung, K.-D. Graf, & F. J. Lopez-Real (Eds.), / Mathematics education in different cultural traditions-em class="a-plus-plus">a comparative study of East Asia and the West. The 13th ICMI Study (pp. 21-6). New York: Springer.
    30. Leung, F. K. S., Graf, K.-D., & Lopez-Real, F. J. (Eds.). (2006). / Mathematics education in different cultural traditions—a comparative study of East Asia and the West. New York: Springer.
    31. Leung, F. K. S., & Park, K. M. (2002). Competent students, competent teachers? / International Journal of Educational Research, / 37(2), 113-29. CrossRef
    32. Li, Y., & Huang, R. (Eds.). (2013). / How Chinese teach mathematics and improve teaching. New York: Routledge.
    33. Li, Y., Huang, R., & Yang, Y. (2011). Characterizing expert teaching in school mathematics in China—a prototype of expertise in teaching mathematics. In Y. Li & G. Kaiser (Eds.), / Expertise in mathematics instruction. An international perspective (pp. 167-95). New York: Springer. CrossRef
    34. Li, Y., & Kaiser, G. (Eds.). (2011). / Expertise in mathematics instruction. An international perspective. New York: Springer.
    35. Martzloff, J.-C. (2000). Chinese mathematical astronomy. In H. Selin & U. D’Ambrosio (Eds.), / Mathematics across cultures (pp. 373-07). Dordrecht: Kluwer. CrossRef
    36. Mullis, I. V. S., Martin, M. O., Foy, P., & Arora, A. (2012). / TIMSS 2011 international results on in mathematics. Chestnut Hill: TIMSS & PIRLS International Study Center, Boston College.
    37. Nebres, B. F. (2006). Philippine perspectives on the ICMI Comparative Study. In F. K. S. Leung, K.-D. Graf, & F. J. Lopez-Real (Eds.), / Mathematics education in different cultural traditions—a comparative study of East Asia and the West (pp. 277-84). New York: Springer. CrossRef
    38. OECD. (2009). / Creating effective teaching and learning environments. First results from TALIS. Paris: OECD.
    39. OECD (2010). / PISA 2009 results: What students know and can do—student performance in reading, mathematics and science (Vol. I). Paris: OECD.
    40. Pepin, B. (1999). Existing models of knowledge in teaching: developing an understanding of the Anglo/American, the French and the German scene. In B. Hodgson, F. Buchberger, P. Kansanen, & H. Seel (Eds.), / Didaktik/Fachdidaktik as science(s) of the teaching profession? (pp. 49-6). Umea: TNTEE Editorial Office.
    41. Postlethwaite, T. N. (Ed.). (1988). / The encyclopedia of comparative education and national systems of education. Oxford: Pergamon.
    42. Richardson, V. (1996). The role of attitudes and beliefs in learning to teach. In J. Sikula, T. Buttery, & E. Guyton (Eds.), / Handbook of research on teacher education (pp. 102-19). New York: Macmillan.
    43. Russ, R. S., Sherin, B., & Sherin, M. G. (2011). Images of expertise in mathematics teaching. In Y. Li & G. Kaiser (Eds.), / Expertise in mathematics instruction. An international perspective (pp. 41-0). New York: Springer. CrossRef
    44. Sadler, M. (1964). How far can we learn anything of practical value from the study of foreign systems of education? / Comparative Education Review, 7, 307-14. Reprinted from / Surrey Advertiser, December 1, 1900.
    45. Schmidt, W. H., Bl?meke, S., & Tatto, M. T. (2011). / Teacher education matters. A study of middle school mathematics teacher preparation in six countries. New York: Teachers College Press.
    46. Schoenfeld, A. (1998). Toward a theory of teaching-in-context. / Issues in Education, / 4(1), 1-4. CrossRef
    47. Schoenfeld, A. (2011). / How we think. A theory of goal-oriented decision making and its educational applications. New York: Routledge.
    48. Senk, S., Tatto, M. T., Reckase, M., Rowley, G., Peck, R., & Bankov, K. (2012). Knowledge of future primary teachers for teaching mathematics: An international comparative study. / ZDM—The International Journal on Mathematics Education, / 44(3), 307-24. CrossRef
    49. Sfard, A. (1991). On the dual nature of mathematical concepts: Reflections on processes and objects as different sides of the same coin. / Educational Studies in Mathematics, / 22, 1-6. CrossRef
    50. Shulman, L. S. (1986). Paradigms and research programs in the study of teaching: A contemporary perspective. In M. C. Wittrock (Ed.), / Handbook of research on teaching (pp. 3-6). New York: Macmillan.
    51. Siu, M. K. (2009a). The algorithmic and dialectic aspects in proof and proving. In F.-L. Lin, F. J. Hsieh, G. Hanna, & M. de Villiers (Eds.), / Proof and proving in mathematics education. ICMI Study 19 Conference Proceedings (Vol. 2, pp. 160-65). Taiwan: National Taiwan Normal University.
    52. Siu, M. K. (2009b). Mathematics education in East Asia from antiquity to modern times. In K. Bjarnadottir, F. Furinghetti, & G. Schubring (Eds.), / Dig where you stand: Proceedings of the Conference on On-going Research in the History of Mathematics Education, Gardabaer, 2009 (pp. 197-08). Reykjavík: School of Education of University of Iceland.
    53. Stigler, J. W., & Perry, M. (1988). Cross cultural studies of mathematics teaching and learning: Recent findings and new directions. In D. A. Grouws, T. J. Cooney, & D. Jones (Eds.), / Perspectives on research on effective mathematics teaching (pp. 194-23). Reston, VA: National Council of Teachers of Mathematics.
    54. Tatto, M. T., Schwille, J., Senk, S., Ingvarson, L., Peck, R., & Rowley, G. (2008). / Teacher Education and Development Study in Mathematics (TEDS-M): Policy, practice, and readiness to teach primary and secondary mathematics. Conceptual framework. East Lansing, MI: Teacher Education and Development International Study Center, College of Education, Michigan State University.
    55. Tatto, M. T., Schwille, J., Senk, S. L., Ingvarson, L., Rowley, G., Peck, R., et al. (2012). / Policy, practice, and readiness to teach primary and secondary mathematics in 17 countries. Findings from the IEA Teacher Education and Development Study in Mathematics (TEDS-M). Amsterdam: IEA.
    56. Thompson, A. G. (1992). Teachers-beliefs and conceptions: A synthesis of research. In D. A. Grouws (Ed.), / Handbook of research on mathematics teaching and learning (S.127-46). New York: Macmillan.
    57. Thut, I. N., & Adams, D. (1964). / Educational patterns in contemporary societies. New York: McGraw-Hill.
    58. Triandis, H. C. (1995). / Individualism and collectivism. San Francisco, CA: Westview Press.
    59. Vieluf, S., & Klieme, E. (2011). Cross-nationally comparative results on teachers qualification, beliefs, and practices. In Y. Li & G. Kaiser (Eds.), / Expertise in mathematics instruction (pp. 295-26). New York: Springer. CrossRef
    60. Weinert, F. E. (2001). Concept of competence: A conceptual clarification. In D. S. Rycen & L. H. Salgnik (Eds.), / Defining and selecting key competencies (pp. 45-6). G?ttingen: Hogrefe.
    61. Wong, N. Y. (2004). The CHC learner’s phenomenon: Its implications on mathematics education. In L. Fan, N.-Y. Wong, J. Cai, & S. Li (Eds.), / How Chinese learn mathematics. Perspectives from insiders (pp. 503-34). New Jersey: World Scientific. CrossRef
    62. Wong, N.-Y., Wong, W. Y., & Wong, E. W. Y. (2012). What do the Chinese value in (mathematics) education. / ZDM—The International Journal on Mathematics Education, / 44(1), 9-9. CrossRef
    63. Yamazaki, Y. (2005). Learning styles and typologies of cultural differences: A theoretical and empirical comparison. / International Journal of Intercultural Relations, / 29, 521-48. CrossRef
    64. Yang, X. (2010). / Conception and characteristics of expert mathematics teachers in Mainland China. Unpublished PhD thesis, University of Hong Kong. To be published by Springer Spektrum.
    65. Zhao, Y. (2005). Increasing math and science achievement: The best and worst of the East and West. / Phi Delta Kappan, / 87(3), 219-22.
  • 作者单位:Gabriele Kaiser (1)
    Sigrid Bl?meke (2)

    1. University of Hamburg, Hamburg, Germany
    2. Humboldt University of Berlin, Berlin, Germany
文摘
Comparative studies have gained significant influence in the last decades, and school systems of many countries have been revised referring to better results of other countries in international large-scale assessments. Authors of such studies commonly link their interpretations of the results to distinctions between “Eastern-and “Western-cultures, in particular with respect to the consistent and continuing outstanding performance of East Asian learners compared with their Western counterparts. One question is whether the same achievement pattern holds for future teachers and whether similar cultural differences may cause it. International Association for the Evaluation of Educational Achievement’s “Teacher Education and Development Study in Mathematics-(TEDS-M) was the first comparative study that focused on the outcomes of teacher education with standardised testing. In this paper—based on the TEDS-M results—commonalities and differences in the achievement of future teachers from Eastern and Western countries are explored and related to a cultural perspective. Cultural differences between Eastern and Western approaches concerning mathematics, mathematics education and mathematics teachers are analysed with respect to the achievement pattern. The paper closes with reflections on possible consequences concerning the development of teachers-knowledge and teachers-expertise in mathematics education.

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