Tournament Mobility in Mathematics Course-Taking Pathways.

Paul Hanselman
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引用次数: 1

Abstract

This visualization represents the structure of mathematics course opportunities as seen in the progress through middle and high school for one cohort of students in Texas. Trajectories are consistent with a tournament mobility regime in which there are repeated opportunities to fall behind but almost none to catch up. Pathways are also characterized by staggered starts, with differences in when students begin the mathematics sequence that have consequences for ultimate attainment. The structure of mathematics opportunities provides many points where trajectories diverge, and these branching points disproportionately sort economically disadvantaged students into less advanced pathways.

Abstract Image

数学选课途径中的竞赛移动性。
这张可视化图显示了德克萨斯州一组学生在初中和高中阶段的数学课程机会结构。这些轨迹与锦标赛的流动性机制是一致的,在这种机制中,不断有落后的机会,但几乎没有赶上的机会。路径的另一个特点是交错开始,学生开始数学顺序的不同会对最终的成就产生影响。数学机会的结构提供了许多轨迹分叉的点,这些分支点不成比例地将经济上处于不利地位的学生划分为不那么先进的途径。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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