首页> 外文期刊>Journal of Mathematical Modelling and Application >Levels of mathematical creativity in model-eliciting activities
【24h】

Levels of mathematical creativity in model-eliciting activities

机译:模型引发活动中的数学创造力水平

获取原文
       

摘要

The ability to think creatively and solve problems is regarded as crucial for economic and personal success. The traditional approach in classrooms is not conducive to mathematical creativity, and prospective teachers should be exposed to alternative problem solving activities through which mathematical knowledge, competencies and creativity can be developed. Research studies have pointed out the possibilities and successes of a modelling approach in which complex, open problems (or model-eliciting problems) are used to develop meaningful mathematical knowledge and prepare learners for everyday life, as well as for tertiary studies and their future occupations. Model-eliciting activities (MEAs) do not only develop mathematical knowledge, but also creativity. Five hundred and one pre-service Foundation Phase teachers completed different model-eliciting activities (MEAs) in a longitudinal project over a period of two years. The purpose is to develop and consolidate their own mathematical knowledge, and at the same time to develop creativity and modelling competencies. The ultimate purpose of the project is to prepare pre-service teachers to use mathematical modelling to develop creativity in young children aged six to nine. Through solving MEAs learners also build and consolidate their mathematical knowledge and improve their own problem-solving abilities. A framework with four criteria for the identification of creativity was successfully used to evaluate levels of creativity in the solutions offered to the MEAs. Pre-service teachers’ final models displayed reasonably consistent levels of creativity regarding the four criteria. Their motivation to solve MEAs and create multiple, original and useful – therefore creative – solutions also increased over the period of their exposure to modelling tasks.
机译:具有创造性思维和解决问题的能力对于经济和个人成功至关重要。传统的课堂教学方法不利于数学创造力,应让准教师参加替代性的问题解决活动,通过这些活动可以发展数学知识,能力和创造力。研究指出了一种建模方法的可能性和成功之处,在该方法中,复杂的,开放的问题(或引发模型的问题)被用于发展有意义的数学知识,并为学习者的日常生活以及高等教育和未来职业做好准备。 。引发模型的活动(MEA)不仅会发展数学知识,而且还会创造力。 251名职前基础阶段的教师在两年的时间里通过纵向项目完成了各种模型引发活动(MEA)。目的是发展和巩固自己的数学知识,同时发展创造力和建模能力。该项目的最终目的是为岗前教师做好准备,以便他们使用数学模型来发展6至9岁幼儿的创造力。通过解决MEA,学习者还可以建立和巩固他们的数学知识,并提高自己的解决问题的能力。具有四个用于识别创造力的标准的框架已成功用于评估提供给MEA的解决方案中的创造力水平。职前教师的最终模型在四个标准方面显示出合理一致的创造力水平。在接触建模任务期间,他们解决MEA并创建多个原始且有用的(因此具有创造性)解决方案的动机也有所增加。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号