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testreport
- 直方图、图象处理变换、小波变换、模板运算、图像压缩与编码、应用KL变换进行图象的特征提取 -histogram, image processing, transformation, wavelet transform, template operations, image compression and coding, Application KL transform the image feature extraction
oter
- 直方图、图象处理变换、小波变换、模板运算、图像压缩与编码、应用KL变换进行图象的特征提取 -histogram, image processing, transformation, wavelet transform, template operations, image compression and coding, Application KL transform the image feature extraction
chengxu
- 这是基于PCA的人脸识别，用MATLAB编写，包含了K-L变换，奇异值分解等方法，且采用了最小距离分类器-This is based on the PCA face recognition, using MATLAB to prepare, including the KL transform, singular value decomposition and other methods, and the use of the minimum distance classifier
KL_jianliyangben
- 用k-l变换实现人脸识别，7组训练样本加上7组测试样本-Kl Transform using face recognition, seven groups with seven groups of training samples tested samples
Image-orthogonal-transform
- 包含了几个正交变换程序，如离散傅里叶变换，离散余弦变换，离散沃尔什变换，K-L变换，SVD变换，小波变换等。-Contains several orthogonal transformation programs, such as the discrete Fourier transform, discrete cosine transform, discrete Walsh transform, KL transform, SVD transform, wavelet transform.
K-L-transform
- 包括K-L变换以及演讲PPT，阐述了K-L的原理以及应用，并在人脸数据库中进行搜索匹配-Including the KL transform and presentations PPT, KL on the principles and application, and to search the database to match the face
KLDCT_Markov
- 用于现代信号分析与处理课程，作用是实现K-L变换和DCT变换。-For modern signal analysis and processing programs, the role is to achieve the KL transform and DCT.
KLDCT_img
- 用于现代信号分析与处理课程，作用是实现K-L变换和DCT变换。-For modern signal analysis and processing programs, the role is to achieve the KL transform and DCT.
biancheng
- idl使用界面编辑实现界面的简单可视化，包括打开（JPEG、Bmp、tiff等格式）、保存、退出、KL、图像增强（罗伯特、索伯尔变换）、边缘提取、直方图均衡化、对比度增强、波段运算等功能-IDL interface editing interface simple visualization, including open format (JPEG, BMP, tiff, etc.), save and exit, KL, image enhancement (Robert, Sobel tra
3.22++基于KL变换的人脸识别技术
- 基于KL变换的人脸识别技术,Face recognition based on KL transform(Face recognition based on KL transform)
KL_Denoise
- 利用KL变换实现对数据的去噪功能，编程环境Qt5+VS2012(Denosing with KL Transform)