Grade Prediction with Neural Collaborative Filtering

Zhiyun Ren, Xia Ning, Andrew S. Lan, H. Rangwala
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引用次数: 12

Abstract

Over the past decade low graduation and retention rates has plagued higher education institutions. To assist students in choosing a sequence of courses, choosing majors and successful academic pathways; many institutions provide several on-site academic advising services supported by data driven educational technologies. Accurate performance prediction can serve as the backbone for degree planning software, personalized advising systems and early warning systems that can identify students at-risk of dropping from their field of study. In this work, we present a deep learning based recommender system approach called Neural Collaborative Filtering (NCF) for predicting the grade a student will earn in a course that he/she plans to take in the next-term. Prior grade prediction methods are based on matrix factorization (MF) where students and courses are represented in a latent "knowledge" space. The deep learning inspired approach provides added flexibility in learning the latent spaces in comparison to MF approaches. The proposed approach also incorporates instructor information besides student and course information. Moreover, for proper analysis of the learned model parameters, we assume the embeddings obtained for students, courses and instructors should be non-negative. This non-negative NCF model referred by NCFnn model adds a rectified linear units (ReLU) on the embedding layer of NCF. The experimental results on datasets from George Mason University, a large, public university in the United States, demonstrate that the proposed NCF approaches significantly outperform competitive baselines across different test sets.
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基于神经协同过滤的等级预测
在过去的十年里,低毕业率和留校率一直困扰着高等教育机构。协助学生选择一系列课程,选择专业和成功的学术途径;许多机构在数据驱动的教育技术的支持下提供多种现场学术咨询服务。准确的成绩预测可以作为学位规划软件、个性化咨询系统和早期预警系统的支柱,这些系统可以识别有可能从所学领域辍学的学生。在这项工作中,我们提出了一种基于深度学习的推荐系统方法,称为神经协同过滤(NCF),用于预测学生在他/她计划下学期学习的课程中将获得的成绩。先验成绩预测方法基于矩阵分解(MF),其中学生和课程在潜在的“知识”空间中表示。与MF方法相比,受深度学习启发的方法在学习潜在空间方面提供了更大的灵活性。该方法除了包含学生和课程信息外,还包含了教师信息。此外,为了正确分析学习到的模型参数,我们假设得到的学生、课程和教师的嵌入都是非负的。NCFnn模型所引用的非负NCF模型在NCF的嵌入层上增加了一个整流线性单元(ReLU)。在美国大型公立大学乔治梅森大学(George Mason University)的数据集上进行的实验结果表明,所提出的NCF方法在不同测试集上的表现明显优于竞争性基线。
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