Student’s creative model in solving mathematics controversial problems

S. Subanji, T. Nusantara, Sukoriyanto* Sukoriyanto*, Satriya Adika Arif Atmaja
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引用次数: 1

Abstract

For students to compete with the rapid advancement in science, technology, and the arts, creativity must be more than just a necessary skill. This study of levels of creativity performed when addressing statistical issues is a follow-up to earlier studies. To create a distinctive model, a controversial aspect was used. The study revealed that there were five levels of creative models, in addition to the three levels of the earlier research: pre-imitation, imitation, modification, combination, and construction. The pre-imitation stage is defined by the subject's limited capacity for imitation. The level of imitation is determined by the act of copying methods even when one does not actually understand them. The modification level is essentially defined by the process of altering a procedure so that it can be applied to solve an issue. The process for merging several settings or problem-solving strategies also serves to define the level of combination. The construction level is determined by the process of developing new methods to handle problems.
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学生解决数学争议问题的创新模式
对于学生来说,要想在科学、技术和艺术的快速发展中竞争,创造力必须不仅仅是一项必要的技能。这项关于解决统计问题时创造力水平的研究是对早期研究的后续研究。为了创建一个独特的模型,使用了一个有争议的方面。研究发现,除了前期研究的预模仿、模仿、修改、组合和构建三个层次外,创造性模式还存在五个层次。预模仿阶段是由主体有限的模仿能力来定义的。模仿的程度是由模仿方法的行为决定的,即使一个人实际上并不理解这些方法。修改级别本质上是通过改变一个过程来定义的,这样它就可以被应用于解决一个问题。合并多个设置或解决问题策略的过程也用于定义组合的级别。建设水平是由开发处理问题的新方法的过程决定的。
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