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Recognition of student emotion based on matrix-1 median fisher's face and backpropagation algorithm

机译:基于矩阵-1中位数渔业面部和背部衰退算法的学生情感认识

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Emotions drive learning success because they hold a willingness to process information. However, it is a challenge for understanding the emotions of student in the real class. In this study, we proposed recognition of student emotion using matrix-1 median fisher's face and backpropagation algorithm. The computation of backpropagation is influenced by neuron architecture which is can be handled by feature reducing, such as fisher face. However the number of fisher's vector due to the number of class. In order to map the lower dimensional feature space than fisher's face vector, we proposed matrix-1 median of the fisher's face. In this proposed method, after face is detected, LDA on PCA space is employed for getting the fisher's face. Then fisher face is transformed into fisher's median. The backpropagation algorithm is trained using this feature to distinguish student emotions. The performances of proposed algorithm are evaluated on the UM's learning video using accuracy and iteration consuming. Our proposed method reach accuration of overly interest, interest and bored up to 0.83, 0.91, and 1, whereas original fisher face reach accuration of overly interest, interest and bored up to 0.83, 0.91, and 0.91. Combination of backpropagation and matrix-1 median fisher face need 9 iteration for training. Whereas the combination of backpropagation and fisher Face need 11 iteration. Experiment result shows that our proposed method outperform than the existing method.
机译:情绪推动学习成功,因为他们持有愿意处理信息。然而,了解真正课程中学生的情绪是一项挑战。在这项研究中,我们建议使用矩阵-1中位数Fisher的脸部和反向验证算法识别学生情感。反向衰退的计算受到神经元架构的影响,这是可以通过减少特征的特征来处理,例如Fisher面。然而,由于班级的数量,费舍尔矢量的数量。为了将较低的尺寸特征空间映射而不是Fisher的脸部向量,我们提出了Fisher脸部的矩阵1中位数。在这种提出的方​​法中,在检测到面部之后,使用PCA空间的LDA用于获得Fisher的脸部。然后Fisher面部被转变为Fisher的中位数。使用此功能训练BackProjagation算法以区分学生情绪。使用精度和迭代消耗,在UM的学习视频中评估所提出的算法的性能。我们提出的方法达到了高达0.83,0.91和1的过度兴趣,兴趣和厌倦的大量,而原始费舍尔面临过度兴趣,兴趣和钻孔的大量达到0.83,0.91和0.91。 BackProjagation和Matrix-1中位数的组合需要9次迭代进行培训。而Backpropagation和Fisher面临的组合需要11次迭代。实验结果表明,我们所提出的方法比现有方法优于现有方法。

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