基于非线性函数最大值选择核拉普拉斯唇的微笑阶段分类

M. Purnomo, Tri Sarjono, A. Muntasa
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引用次数: 3

摘要

常用的提取特征和保持全局结构的策略有主成分分析、二维主成分分析和线性判别分析。这些方案是沿最大方差方向投影数据的经典线性技术。为了提高性能,采用局部保持投影。目的是保留数据的固有几何形状和局部结构。然而,局部保持投影法在分离非线性数据集时存在局限性。提出了一种利用核函数选取非线性函数最大值分离非线性数据集的方法。核函数通过三个非线性函数将输入映射到特征空间;映射结果将选择最大值。为了避免奇异性,选择值的结果将使用主成分分析进行处理。在此基础上,利用拉普拉斯算子对主成分分析结果进行处理,得到局部结构。对该方法进行了微笑阶段模式分类的性能测试。实验结果表明,该方法比二维主成分分析和主成分分析、线性判别分析和支持向量机相结合的方法具有更高的分类率。
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Smile stages classification based on kernel Laplacian-lips using selection of non linear function maximum value
A common strategy for extracting the feature and to preserve the global structure such as Principal Component Analysis, Two Dimensional Principal Component Analysis and Linear Discriminant Analysis have been used. These schemes are a classical linear technique that projects the data along the directions of maximum variance. To improve the performance, Locality Preserving Projection is used. The objective is to preserve the intrinsic geometry of the data, and local structure. However, Locality Preserving Projection has the weakness, restrictiveness to separate the non linear data set. A novel approach to separate non linear data set based on selection of non linear function maximum value by using Kernel is proposed. Kernel maps the input to feature space by using three non linear functions; the result of mapping will be selected the maximum value. To avoid singularity, the result of the selected value will be processed by using Principal Component Analysis. Furthermore, Laplacian is used to process the result of Principal Component Analysis to achieve the local structure. The performance of the proposed method is tested to classify smile stages pattern. The experiment result shows that, the proposed method has higher classification rate than Two Dimensional Principal Component Analysis and combining of Principal Component Analysis, Linear Discriminant Analysis and Support Vector Machine.
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