The Impact of COVID-19 on Students' Marks: A Bayesian Hierarchical Modeling Approach.

IF 0.7 Q3 STATISTICS & PROBABILITY
Jabed Tomal, Saeed Rahmati, Shirin Boroushaki, Lingling Jin, Ehsan Ahmed
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引用次数: 0

Abstract

Due to COVID-19, universities across Canada were forced to undergo a transition from classroom-based face-to-face learning and invigilated assessments to online-based learning and non-invigilated assessments. This study attempts to empirically measure the impact of COVID-19 on students' marks from eleven science, technology, engineering, and mathematics (STEM) courses using a Bayesian linear mixed effects model fitted to longitudinal data. The Bayesian linear mixed effects model is designed for this application which allows student-specific error variances to vary. The novel Bayesian missing value imputation method is flexible which seamlessly generates missing values given complete data. We observed an increase in overall average marks for the courses requiring lower-level cognitive skills according to Bloom's Taxonomy and a decrease in marks for the courses requiring higher-level cognitive skills, where larger changes in marks were observed for the underachieving students. About half of the disengaged students who did not participate in any course assessments after the transition to online delivery were in special support.

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COVID-19对学生分数的影响:贝叶斯层次建模法
由于 COVID-19,加拿大各地的大学被迫从课堂面授学习和监考评估过渡到在线学习和非监考评估。本研究试图利用贝叶斯线性混合效应模型对纵向数据进行拟合,以实证方法衡量 COVID-19 对 11 门科学、技术、工程和数学(STEM)课程学生分数的影响。贝叶斯线性混合效应模型是专为这一应用而设计的,它允许学生的特定误差方差发生变化。新颖的贝叶斯缺失值估算方法非常灵活,可以在数据完整的情况下无缝生成缺失值。我们观察到,根据布卢姆分类法,需要较低认知技能的课程的总平均分数有所提高,而需要较高认知技能的课程的分数则有所下降,其中成绩较差的学生的分数变化较大。在过渡到在线授课后没有参加任何课程评估的失学学生中,约有一半属于特殊支持学生。
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来源期刊
Metron-International Journal of Statistics
Metron-International Journal of Statistics STATISTICS & PROBABILITY-
CiteScore
1.60
自引率
0.00%
发文量
11
期刊介绍: METRON welcomes original articles on statistical methodology, statistical applications, or discussions of results achieved by statistical methods in different branches of science.
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