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Description: 包含了大多数流形学习方法的代码,有PCA,ISOMAP,LLE,HLLE
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Size: 14258 |
Author: gxf |
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Description: 包含了大多数流形学习方法的代码,有PCA,ISOMAP,LLE,HLLE-Contains the majority of manifold learning code, with PCA, ISOMAP, LLE, HLLE
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Size: 14336 |
Author: gxf |
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Description: 一种流形学习算法，改正了Isomap不能对非凸流形进行降维的不足，是一种局部等距的降维方法。-A manifold learning algorithm, Isomap can not be corrected for non-convex manifolds for the lack of dimensionality reduction is a partial isometric method of dimensionality reduction.
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Size: 2048 |
Author: 仲国强 |
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Description: 一个集成了8种降维方法的GUI（包括常见的PCA、LLE、isomap、HLLE等线性与非线性将为方法）-An integrated eight kinds of dimensionality reduction methods GUI (including common PCA, LLE, isomap, HLLE, etc. will be linear and nonlinear methods)
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Size: 14336 |
Author: huang |
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Description: lle和svm 的人脸识别算法代码，识别率可以打到80以上。-lle and SVM for face recognition algorithm code, the recognition rate can reach 80 or more.
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Size: 2048 |
Author: 韩静书 |
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Description: 该工具箱中包含了多种降维算法。其中有传统的PCA和Local PCA算法，也有典型的流形学习算法，如Isomap、LLE、HLLE、Laplacian Eigenmaps 和 Local Tangent Space 。-The toolbox contains a variety of dimensionality reduction algorithms. In which the traditional PCA and Local PCA algorithms, there are the typical manifold learning algorithms such as Isomap, LLE, HLLE, Laplacian Eigenmaps and Local Tangent Space.
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Size: 195584 |
Author: 芝麻 |
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Description: 运行在MATLAB上，可以实现PCA，LLE，LE，HLLE，LTSA等算法-Run in MATLAB, you can achieve the PCA, LLE, LE, HLLE, LTSA and other algorithms
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Size: 44032 |
Author: zhangxu |
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Description: 一种流形学习算法，HLLE 一种流形学习算法，HLLE-A kind of manifold learning algorithm, HLLE
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Size: 2048 |
Author: xiaofeng |
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Description: hülle mit labview hüllkurve
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Size: 41984 |
Author: Julika |
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Description: C#窗口控制程序，显示用户登录界面HLLE
C#窗口控制程序，显示用户登录界面HLLE(C # window control program displays user login interface HLLE)
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Size: 21504 |
Author: liaoliao1
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Description: 一维欧拉方程计算，集合了Lax-Friedrichs，Richtmyer，MacCormack，Steger-Warming，Van Leer，AUSM，Zha-Bilgen，Godunov，Osher，Roe，Rusanov，HLL(HLLE)，HLLL，AUFS方法(One dimensional Euler equation, including Lax-Friedrichs, Richtmyer, MacCormack, Steger-Warming, Van Leer, AUSM, Zha-Bilgen, Godunov, Osher, Ro, Rusanov, HLL(HLLE), HLLL, AUFS)
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Size: 8192 |
Author: 黑狗子
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Description: 2D 黎曼問題，透過WENO5重構，通量由HLLC計算(2D Riemann. reconstruction by fifth order WENO. Riemann Solver used HLLC solver.)
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Size: 6144 |
Author: 琮 |
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