Understanding the Chinese approach to creative teaching in mathematics classrooms

被引:0
作者
Weihua Niu
Zheng Zhou
Xinlin Zhou
机构
[1] Pace University,Department of Psychology
[2] St. John’s University,undefined
[3] Beijing Normal University,undefined
来源
ZDM | 2017年 / 49卷
关键词
Creative teaching; Mathematics; Chinese classroom;
D O I
暂无
中图分类号
学科分类号
摘要
Using Amabile’s componential theory of creativity as a framework, this paper analyzes how Chinese mathematics teachers achieve creative teaching through acquiring in-depth domain-specific knowledge in mathematics, developing creativity-related skills, as well as stimulating student interest in learning mathematics, through well-crafted, activity-enriched lessons. It argues that creative mathematics teaching in the Chinese context is reference-based. There is a standard on what good teaching should look like and there is a greater emphasis on appropriateness in addition to novelty. Chinese mathematics classrooms are also mostly teacher-led, and Chinese teachers often spend a great deal of time to harness their creative teaching methods through various levels of professional development. The mechanism of exemplary mathematics lesson contest fosters collaborations among teachers on course preparation to achieve more effective mathematics teaching. Both features are consistent with the Chinese view of creativity. Implications are discussed.
引用
收藏
页码:1023 / 1031
页数:8
相关论文
共 68 条
  • [1] Amabile TM(1979)Effects of external evaluation on artistic creativity Journal of Personality and Social Psychology 37 221-233
  • [2] Amabile TM(1982)Social psychology of creativity: a consensual assessment technique Journal of Personality and Social Psychology 43 997-1013
  • [3] Amabile TM(1983)The social psychology of creativity: a componential conceptualization Journal of Personality and Social Psychology 45 357-376
  • [4] Amabile TM(1986)Social influence on creativity: the effects of contracted for reward Journal of Personality and Social Psychology 50 15-23
  • [5] Hennessey BA(1998)The case for domain specificity of creativity Creativity research journal 11 173-177
  • [6] Grossman BS(2012)Domain specificity and the limits of creativity theory The Journal of Creative Behavior 46 16-29
  • [7] Baer J(2015)Asian equation Roeper Review 37 165-178
  • [8] Baer J(2007)Effects of explicit instruction to “be creative” across domains and cultures Education week 26 22-26
  • [9] Baer J(2005)Creativity in drawings of geometric shapes: a cross-cultural examination with the consensual assessment technique Journal of Creative Behavior 39 89-110
  • [10] Cavanagh S(2002)A meta-analytic review of experiments examining the effects of extrinsic rewards on intrinsic motivation Journal of Cross-Cultural Psychology 33 171-187