The evaluation of course teaching effect based on improved RBF neural network

Hanmei Wu, Xiaoqing Cai, Man Feng
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引用次数: 0

Abstract

As basic education is increasingly digitized, the need for better teaching and learning quality also rises. Teaching reform is crucial to achieve this, and incorporating the Levenberg-Marquardt (L-M) into the Radial Basis Function (RBF) can help establish a fair online teaching evaluation system. The experimental results showed that the convergence ability of the model was significantly improved compared with the traditional RBF neural network. The overall mean square error of the improved model was 10°. The actual value prediction accuracy of the improved model is higher than that of the Backpropagation (BP). When the actual value was at its peak, the accuracy reached 98 %, the overall fluctuation range of absolute error was low, the highest absolute error value reached 0.78, and the average absolute error was below 0.5. With targeted improvements, teachers and students could better understand and change their own learning situations, as reflected in empirical evaluations.

基于改进型 RBF 神经网络的课程教学效果评估
随着基础教育日益数字化,对提高教学质量的需求也随之增加。教学改革是实现这一目标的关键,而将 Levenberg-Marquardt (L-M)融入径向基函数(RBF)有助于建立公平的在线教学评价系统。实验结果表明,与传统的 RBF 神经网络相比,该模型的收敛能力明显提高。改进模型的总体均方误差为 10°。改进模型的实际值预测精度高于反向传播(BP)模型。当实际值达到峰值时,准确率达到 98%,绝对误差的总体波动范围较小,绝对误差的最高值达到 0.78,平均绝对误差低于 0.5。通过有针对性的改进,教师和学生可以更好地了解和改变自己的学习状况,这一点在实证评价中得到了体现。
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