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Next-term student grade prediction

机译:下一级学生级预测

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An enduring issue in higher education is student retention to successful graduation. To further this goal, we develop a system for the task of predicting students' course grades for the next enrollment term in a traditional university setting. Each term, students enroll in a limited number of courses and earn grades in the range A-F for each course. Given historical grade data, our task is to predict the grades for each student in the courses they will enroll in during the next term. With this problem formulation, the next-term student grade prediction problem becomes quite similar to a rating prediction or next-basket recommendation problem. The factorization machine (FM), a general-purpose matrix factorization (MF) algorithm suitable for this task, is leveraged as the state-of-the-art method and compared to a variety of other methods. Our experiments show that FMs achieve the lowest prediction error. Results for both cold-start and non-cold-start prediction demonstrate that FMs can be used to accurately predict in both settings. Finally, we identify limitations observed in FMs and the other models tested and discuss directions for future work. To our knowledge, this is the first study that applies state-of-the-art collaborative filtering algorithms to solve the next-term student grade prediction problem.
机译:高等教育的持久性问题是学生保留成功毕业。为了进一步实现这一目标,我们为在传统大学环境中预测下一个入学期限的学生课程等级的任务。每个学期,学生都会在有限数量的课程中注册,并为每门课程的A-F范围内赚取成绩。鉴于历史级数据,我们的任务是预测他们在下一期间的课程中的每个学生的成绩。通过该问题制定,下一期的学生级预测问题与评级预测或下一篮推荐问题非常相似。适用于此任务的归档机(FM),一种适用于此任务的矩阵分解(MF)算法,被利用作为最先进的方法,并与各种其他方法进行比较。我们的实验表明,FMS实现最低预测误差。冷启动和非冷启动预测的结果表明,FMS可用于准确地预测两种设置。最后,我们识别在FMS中观察到的局限性和测试的其他模型和讨论未来工作的方向。为了我们的知识,这是第一项研究,适用最先进的协作过滤算法来解决下一期的学生级预测问题。

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