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Facial Expression Recognition Based on Linear Discriminant Locality Preserving Analysis Algorithm

机译:基于线性判别局部性保存分析算法的人脸表情识别

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摘要

The traditional LDA algorithm is used to seek the optimal distinguishing vector spaces, but it only considers the global structure of samples. The LPP algorithm can preserve the local structure of data very well, however, its projection direction is likely to cause the class overlap when applied to the facial expression recognition which is one of the multiple-classification problems. To resolve the class overlap problem, this paper presents a new Linear Discriminant Locality Preserving Analysis (LDLPA) algorithm which takes full advantage of LDA and LPP for facial expression recognition. It utilizes the strong discriminative superiority of LDA to find the optimal distinguish vector space and joins the thinking of LPP to preserve the neighborhood relationship among the data points. By reconstructing the between-class scatter and minimizing within-class scatter of LDLPA objective function, it makes the sample points of different classes be away from each other and the sample points of same classes be close to each other to get the optimal discriminative features. Finally, the validity of LDLPA is verified by the experiments on JAFFE and Cohn-Kanade facial expression databases.
机译:传统的LDA算法用于寻找最佳的区分矢量空间,但它仅考虑样本的全局结构。 LPP算法可以很好地保留数据的局部结构,但是,当应用于面部表情识别时,其投影方向很可能导致类别重叠,这是多分类问题之一。为了解决类重叠问题,本文提出了一种新的线性判别局部性保留分析算法(LDLPA),该算法充分利用了LDA和LPP进行面部表情识别。它利用LDA的强大判别优势找到最佳的区分向量空间,并加入LPP的思想来保留数据点之间的邻域关系。通过重构LDLPA目标函数的类间散布并最小化类内散布,可以使不同类的采样点彼此远离,而同一类的采样点彼此接近,从而获得最佳的判别特征。最后,通过在JAFFE和Cohn-Kanade面部表情数据库上进行的实验验证了LDLPA的有效性。

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