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Creating Environments for Fostering Effective Critical Thinking in Mathematics Education (Math-EFFECTs)

机译:在数学教育中创造促进有效批判性思考的环境(数学效应)

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The objective of this work is to present a strategy for the development and implementation of the Environments for Fostering Effective Critical Thinking (EFFECTs) pedagogical framework in a mathematics classroom, called Math-EFFECTS. A primary goal of Math-EFFECTs is to enhance the timely integration of mathematical solution techniques with engineering, technology and applied science applications. EFFECTs was developed by a team of researchers at the University of South Carolina under funding from the National Science Foundation. It has been disseminated via the web and has over a dozen practitioners who have applied the framework to concepts such as geotechnical engineering, thermodynamics, mechanics, numerical methods, and scientific visualization, working with students at all stages of their engineering education [1]. The central learning goals of engineering EFFECTs are to (i) improve the understanding and retention of a specific set of concepts that provide core knowledge and (ii) encourage students to recognize and develop critical thinking skills that lead to earlier growth in engineering judgment. The primary application of EFFECTs has focused on enhancing the understanding of underlying engineering concepts and developing critical thinking. However, the framework can also be used to more effectively present and teach core mathematical concepts, encourage the critical mathematical thinking associated with real-world problem solving, and effectively link formal mathematics concepts to students' applications of mathematics at an earlier stage in their education.
机译:这项工作的目的是为促进培养有效的批判性思维(效果)教学框架的环境的发展和实施,称为数学效应。数学效果的主要目标是提高数学解决方法与工程,技术和应用科学应用的及时集成。南卡罗来纳大学研究人员在国家科学基金会的资金下开发了效果。它已通过网络传播,并拥有十几名从业者,这些从业者将框架应用于岩土工程,热力学,力学,数值方法和科学可视化等概念,与他们的工程教育所有阶段的学生合作[1]。工程效果的中央学习目标是(i)改善了提供核心知识的特定概念的理解和保留,(ii)鼓励学生认识并制定批判性思维技能,导致工程判决的早期增长。效应的主要应用致力于提高对潜在工程概念的理解和发展批判性思维。然而,该框架也可以用来更有效地存在并教导核心数学概念,鼓励与现实世界问题解决相关的关键数学思想,并有效地将正式数学概念与学生在其教育中早期阶段的学生对学生的应用联系起来。

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