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Representational Choices for Problem Solving

机译:解决问题的代表性选择

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An important aspect of teaching is enabling students to analyze and solve problems in a manner most suitable for them. Some people can quickly visualize the effects of a formula. Others may first solve problems with a hands-on model approach, a diagram, or a wordy description. In this paper, we illustrate a variety of representational choices through two familiar problems / methods: the Towers of Hanoi problem and the Bucket Sort. In a broad sense, some representations of solutions may be viewed as "extensional," while others are "intensional." Depending on the predilections of the problem-solver, either approach, in general, may be preferred We emphasize the importance of making good representational choices when attempting to solve problems. Hand in hand with the understanding of a problem, developing an algorithm for its solution, and the actual solution process and its testing, is awareness of the importance of representational choice. Such awareness is certain to enhance development of students' problem-solving skills.
机译:教学的一个重要方面使学生能够以最适合他们的方式分析和解决问题。有些人可以快速可视化公式的影响。其他人可以首先解决实际的模型方法,图表或冗长描述的问题。在本文中,我们通过两个熟悉的问题/方法说明了各种代表性选择:河内问题的塔和桶排序。在广泛的意义上,解决方案的一些表示可以被视为“拓次”,而其他方面则是“强烈的”。根据问题 - 解决者的偏好,一般来说,任何一种方法都可能是首选我们强调在试图解决问题时使良好代表性选择的重要性。随着对问题的理解,开发一种解决方案的算法以及实际解决方法及其测试,涉及其算法,是对代表性选择的重要性的认识。这种意识肯定会加强学生问题解决技巧的发展。

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