PFCMVO:基于政治分数竞争多元优化的深度神经模糊网络在火花环境下的学生成绩评估

A. Baruah, S. Baruah
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引用次数: 1

摘要

学生成绩计算是在线学习方案的一个重要环节,在线学习方案旨在为学生提供主动学习的机会。学生成绩预测是目前教育培训领域,特别是教育数据挖掘领域最为关注的问题。预测过程为学生选择课程和制定适合自己的训练策略提供了依据。此外,学生表现计算允许讲师和教育主管指定哪些学生应该被观察和维护,以最好的结果完成他们的计划。这些规定可以减少由于学生表现不佳而被正式通知和被大学开除的情况。在本文中,支持政治分数竞争多元优化的深度神经模糊网络(PFCMVO支持DNFN)使用spark框架进行学生成绩计算。此外,采用杨-约翰逊变换对输入数据进行转换,从而有效地预测学生的成绩。此外,采用Damerau-Levenshtein (DL)距离选择合适的特征。DNFN分类器用于执行学生成绩预测,其中分类器通过PFCMVO算法进行训练。所开发的学生成绩预测模型在Precision、Recall、[公式:见文本]-measure和预测精度方面优于其他现有技术,数据集1的预测精度分别为0.9259、0.9321、0.9290和0.9372,数据集2的预测精度分别为0.9126、0.9271、0.9198和0.9248。
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PFCMVO: Political fractional competitive multi-verse optimization enabled deep neuro fuzzy network for student performance estimation in spark environment
Student performance calculation is an essential process in online learning scheme, which intends to afford students along with admittance to active learning. Student performance forecast is most concerning problem in education and training field, particularly in educational data mining (EDM). The prediction process provisions the students to choose courses and intend suitable training strategies for themselves. Furthermore, student performance calculation permits lecturers and educational supervisors to designate which students should be observed and maintained to finish their plans with finest outcomes. These provisions can decrease the official notices and exclusions from universities because of students’ poor performance. In this paper, Political Fractional Competitive Multi-verse Optimization enabled Deep Neuro fuzzy network (PFCMVO enabled DNFN) uses spark framework for student performance calculation. Moreover, Yeo–Johnson transformation is applied for transforming the input data for effectual student performance prediction. In addition, Damerau–Levenshtein (DL) distance is applied to select appropriate features. The DNFN classifier is utilized to execute student performance prediction where the classifier is trained by PFCMVO algorithm. The developed student performance prediction model outperforms than the other existing techniques with respect to Precision, Recall, [Formula: see text]-measure, and Prediction accuracy of 0.9259, 0.9321, 0.9290, and 0.9372 for dataset-1 and 0.9126, 0.9271, 0.9198, and 0.9248 for dataset-2, respectively.
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