Recommendation system using deep learning to predict suitable academic path for higher secondary students

Anupama V, M. Elayidom
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引用次数: 3

Abstract

It is critical to predict students' success in topics related to high study, along with deep learning as well as its connection to educational information. Recommending student performance aids in course selection and the creation of appropriate future study plans for students. It assists teachers and supervisors in monitoring pupils in order to give assistance and combining training programmes to obtain the best outcomes, in addition to recommending student performance. One of the benefits of student recommendation will be that it eliminates authorized alerting indicators while also restricting students from being ejected due to inefficiencies. Recommendation helps students by assisting them in selecting courses and study schedules that are suited for their ability. The proposed approach made suggestions using a deep neural network by obtaining relevant information as characteristic and giving weights to it. Feed forwarding and back propagation information have been used to modify the frequency of nodes and hidden layers, and the neural network is constructed automatically utilizing many modified hidden layers. The training phase was often employed to train the system utilizing labelled information from the datasets, whereas the testing phase is being utilized to assess it. With precision, the suggested technique was developed utilizing Mean Absolute Error (MAE) and Root Mean Squared Error (RMSE). Presented has demonstrated its performance relevance by producing best recommendation outcomes in MAE (0.593) and RMSE (0.785).
使用深度学习的推荐系统预测适合中学生的学习路径
预测学生在与高等教育相关的主题上的成功,以及深度学习及其与教育信息的联系是至关重要的。推荐学生的学习表现,帮助学生选择课程,并为学生制定合适的未来学习计划。除了推荐学生的表现外,它还协助教师和主管监督学生,以便提供帮助并结合培训计划以获得最佳结果。学生推荐的好处之一是,它消除了授权的警报指标,同时也限制了学生因效率低下而被开除。推荐通过帮助学生选择适合他们能力的课程和学习计划来帮助他们。该方法利用深度神经网络获取相关信息作为特征并赋予权重,提出建议。利用前馈信息和反向传播信息修改节点和隐藏层的频率,利用修改后的多个隐藏层自动构建神经网络。训练阶段通常用于利用来自数据集的标记信息来训练系统,而测试阶段用于评估系统。采用平均绝对误差(MAE)和均方根误差(RMSE)进行精密度分析。present通过在MAE(0.593)和RMSE(0.785)中产生最佳推荐结果,证明了其性能相关性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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