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Matrix Factorisation for Predicting Student Performance

机译:矩阵分解可预测学生的表现

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Predicting student performance in tertiary institutions has potential to improve curriculum advice given to students, the planning of interventions for academic support and monitoring and curriculum design. The student performance prediction problem, as defined in this study, is the prediction of a student's mark for a module, given the student's performance in previously attempted modules. The prediction problem is amenable to machine learning techniques, provided that sufficient data is available for analysis. This work reports on a study undertaken at the College of Agriculture, Engineering and Science at University of KwaZulu- Natal that investigates the efficacy of Matrix Factorization as a technique for solving the prediction problem. The study uses Singular Value Decomposition (SVD), a Matrix Factorization technique that has been successfully used in recommender systems. The performance of the technique was benchmarked against the use of student and course average marks as predictors of performance. The results obtained suggests that Matrix Factorization performs better than both benchmarks.
机译:预测大专学生的表现有可能改善向学生提供的课程建议,规划学术支持和干预措施以及进行课程设计。在本研究中定义的学生成绩预测问题是给定学生在先前尝试过的模块中的表现,即该模块对学生成绩的预测。如果有足够的数据可用于分析,则预测问题适用于机器学习技术。这项工作报告了夸祖鲁纳塔尔大学农业,工程与科学学院进行的一项研究,该研究调查了矩阵分解作为解决预测问题的技术的功效。这项研究使用奇异值分解(SVD),这是一种矩阵分解技术,已成功应用于推荐系统中。将该技术的性能作为对学生和课程平均成绩作为性能预测指标的基准。获得的结果表明,矩阵分解的性能优于两个基准。

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