动态软件在数学教学中的机遇与挑战

S. Shahmohammadi
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摘要

现代技术,特别是动态软件在数学教学中的出现,给教师和学生都提出了新的挑战。一方面,国家数学教师委员会(NCTM)和国际教育技术协会(ISTE)等国家组织以及教育当局建议将技术有效地融入数学课堂作为教育的中心焦点,以便学生更好地理解数学思想并批判性地解决数学问题。另一方面,一些研究人员断言,过度使用技术和数学软件中核心概念的黑盒等问题会导致元认知转变,导致学生将注意力从数学概念转移到其他事物上。本文结合信息处理理论、工具理论和符号中介理论这三种流行的理论,在大量相关实证研究的基础上,试图阐明动态软件,特别是计算机代数系统、动态几何软件和GeoGebra在数学教学中的一些功能和局限性。
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Opportunities and Challenges in Using Dynamic Software in Mathematics Education
The emergence of modern technology, particularly dynamic software, in the teaching and learning of mathematics has raised new challenges for both teachers and students. On the one hand, national organizations such as the National Council of Teachers of Mathematics (NCTM) and the International Society for Technology in Education (ISTE) as well as educational authorities recommend effective integration of technology into mathematics classrooms as the central focus of education, so that students can better understand mathematical ideas and critically solve mathematical problems. On the other hand, some researchers assert that over-use of technology and problems like black-boxing of the central concepts within the use of mathematical software leads to a metacognitive shift that results in students’ losing their focus on the mathematical concept to something else. Having considered three popular theories including Information Processing Theory, the Instrumental Theory, and the Semiotic Mediation Theory, and based on the results of a number of relative empirical studies, this paper attempts to illuminate a few functions and limitations of dynamic software, specifically Computer Algebra Systems, Dynamic Geometry Software, and GeoGebra, in the teaching and learning of mathematics.
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