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Human Action Recognition Using Rreproducing Kernel Hilbert Space for Product manifold of Symmetric Positive definite Matrices

机译:对称正定矩阵乘积流的再现核希尔伯特空间的人类动作识别

摘要

The present invention relates to a human behavior recognition method. More specifically, the present invention relates to a human behavior recognition method capable of recognizing human behavior by using a feature and a K-nearest neighbor algorithm in a reproducing kernel Hilbert space for a product manifold of a symmetric positive definite matrix. The method comprises the following steps of: receiving a test image and extracting a slope direction histogram feature vector of the test image (hereinafter, a first HOG feature vector) and an optical flow histogram feature vector (hereinafter, a first HOF feature vector); calculating a covariance descriptor matrix of the first HOG feature vector (hereinafter, a first test sample) and a covariance descriptor matrix of the first HOF feature vector (hereinafter, a second test sample); dimension-transforming the first test sample, the second test sample, a first training sample, and a second training sample into the reproducing kernel Hilbert space (RKHS), and calculating a distance between the first test sample and the second test sample and between the first training sample and the second training sample; and recognizing the human behavior of a training image in which the distance calculated by using the K-nearest neighbor algorithm is the closest as the human behavior of the test image.
机译:本发明涉及人类行为识别方法。更具体地,本发明涉及一种能够在对称正定矩阵的乘积流形的再现核希尔伯特空间中通过使用特征和K最近邻算法来识别人类行为的人类行为识别方法。该方法包括以下步骤:接收测试图像,并提取测试图像的倾斜方向直方图特征向量(以下,称为第一HOG特征向量)和光流直方图特征向量(以下,称为第一HOF特征向量);计算第一HOG特征向量的协方差描述符矩阵(以下,称为第一测试样本)和第一HOF特征向量的协方差描述符矩阵(以下,称为第二测试样本);将第一测试样本,第二测试样本,第一训练样本和第二训练样本进行维变换到再现内核希尔伯特空间(RKHS),并计算第一测试样本与第二测试样本之间以及两者之间的距离第一训练样本和第二训练样本;识别训练图像的人的行为,其中使用K最近邻算法计算出的距离最接近测试图像的人的行为。

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