基于贝叶斯Logistic和Beta回归的在线数学辅导对低收入高中学生影响的因果分析

Maher A. Alhossaini, Mohammed Aloqeely
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引用次数: 1

摘要

特别是在2019冠状病毒病大流行之后,在线辅导的使用急剧增加。很明显,在这种困难时期,衡量在线辅导的有效性,特别是对低收入学生的有效性,是非常必要的。本文基于COVID-19时代之前收集的观察数据,旨在衡量基于网络的数学辅导项目Noon Academy对沙特阿拉伯低收入高中学生(10至12年级)学业成绩的影响。我们使用在学生注册过程中收集的大量数据和两个贝叶斯广义线性模型(GLM)来衡量辅导的因果效应。模型1使用二项逻辑回归来预测参加辅导计划对一些学生的通过率的影响。模型2使用多级Beta回归来衡量分钟数对总分的影响。模型1结果显示,对高不合格率学生进行数学辅导,通过率显著提高+ 5%,部分班级学生通过率最高达到+ 17.15%。模型2显示,辅导分钟数对学生全年数学成绩有显著的正向影响(最大值为100分),辅导分钟数最高时的平均成绩为+3.52分。本文介绍了因果分析方法在一个现实社会问题上的应用。它演示了如何使用该模型来获得可在实践中使用的具有可量化不确定性的影响度量。
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Causal Analysis of On-line Math Tutoring Impact on Low-income High School Students Using Bayesian Logistic and Beta Regressions
The use of on-line tutoring, especially after the COVID-19 pandemic, has increased dramatically. It has become clear that measuring the effectiveness of on-line tutoring, especially on low-income students, is much needed in such difficult times. This paper, which is based on observational data collected before the COVID-19 era, is targeting measuring the impact of a web-based math tutoring program, Noon Academy, on the academic achievement of low-income high school students (grades 10 to 12) in Saudi Arabia. We use a large amount of data collected in a student registration process and two Bayesian generalized linear models (GLM) to measure the tutoring causal effects. Model 1 uses a binomial logistic regression to predict the impact of enrolling in the tutoring program on the rate of passing in a number of students. Model 2 uses a multi-level Beta regression to measure the impact of the number of minutes on the total mark. Model 1 results show that giving math tutoring to higher-failing-risk students significantly improves the rate of passing by +5 %, reaching a maximum of + 17.15 % in some classes of students. Model 2 shows a significant positive impact of the number of tutoring minutes on the yearly math mark (max of 100), reaching an average of +3.52 marks for the highest number of minutes taken. The paper presents an application of a causal analysis approaches on a real-life social problem. It demonstrates how the model is used to obtain a measure of the impact with quantifiable uncertainty that can be used in practice.
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