做数学:数学可及性问题

Nancy Alajarmeh
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引用次数: 7

摘要

有限的数学辅助支持一直是视力受损学生学习这门基础学科的障碍。为了响应这种持续的需求,增强数学的可访问性已经被深入思考,更多地关注于促进“做数学”,而不仅仅是在渲染层面上工作。具体来说,针对他们在代数方面面临的挑战,正在努力使学生能够实践和学习代数技能;即,在整个表达式的基本构建块层面上的算术操作,处理复杂表达式的简化和求值,以及求解代数方程。作为非可视化框架,操作是通过可访问的记录、可导航和可恢复步骤层次结构进行的。有不同的层次,每一层都支持学习者的不同需求;这个框架是为了在尽可能小的努力下,根据学生对学科的掌握程度和残疾的严重程度,促进他们做数学;也就是说,当在层次结构中从一步到下一步的某一点上没有对相同的子表达式进行操作时,避免重写这些子表达式。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Doing math: mathematics accessibility issues
Limited mathematics accessibility support has been always a barrier for students with impaired vision to learn that fundamental subject. In response to that persistent need, enhancing mathematics accessibility has been deeply thought of with more attention given towards facilitating "Doing the math" and not only working on the rendering level. In specific, for the challenges they face in algebra, the efforts are being made to enable students to do and learn algebraic skills; i.e., arithmetic manipulation on the level of basic building blocks of entire expressions, working on complex expressions simplifications and evaluation, and solving algebraic equations. As a non-visual framework, manipulation is made through an accessible hierarchy of recorded, navigatable, and recoverable steps. With different layers each of which supports distinct needs of learners; the framework is to facilitate doing the math according to the student level of subject mastery and disability severity in minimal possible efforts; i.e., avoiding rewriting the same sub-expressions when they are not manipulated at certain point in the hierarchy from one step to the next.
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