Lagrange

有关gabor滤波 纹理特征提取 并且有很好的效果 可以试试(reference on gaborfiter and texture characteristics and works well)

关于迭代学习算法，分析了收敛速度,开闭环二阶迭代学习控制算法(The Analysis of Convergence Speed for an Openand Closed Loop Second Order Iterative Learning Control Algorithm)

说明：  拉格朗日多项式插值计算，可以用语内插卫星精密星历的卫星坐标(Lagrange polynomial interpolation can be inserted within the terms of precision satellite coordinates of the satellite ephemeris)

牛顿插值法，可用于非线性拟合，并返回在某点出的近似函数值。(Newton interpolation method can be used for nonlinear fitting, and the function returns the approximate value at some point out.)

说明：  关于数值计算的matlab程序代码,包含了很多的实用的算法.程序全部可以直接用的,有详细的英文注释.(on numerical calculation of Matlab code, contains a lot of practical algorithm. All the procedures can be directly used, a detailed English Notes.)

采用主成分分析算法进行人脸识别的matlab程序，需要ORL数据库。(PCA recgnition)

denoise In BayesShrink[5] we determine the threshold for each subband assuming a Generalized Gaussian Distribution(GGD) . The GGD is given by GG¾ X ¯ (x) = C(¾ X ¯ )exp¡ [® (¾ X ¯ )jxj]¯ (6) ¡ 1 < x < 1 ¯ > 0, where ® (¾ X ¯ ) = ¾ ¡ 1 X [ ¡ (3=¯ ) ¡ (1=¯ ) ]1=2 and C(¾ X ¯ ) = ¯ ¢ ® (¾ X ¯ ) 2¡ ( 1 ¯ ) and ¡ (t) = R1 0 e¡ uut¡ 1du. The parameter ¾ X is the standard deviation and ¯ is the shape parameter It has been observed[5] that with a shape parameter ¯ ranging from 0.5 to 1, we can describe the the distribution of coefficients in a subband for a large set of natural images.Assuming such a distribution for the wavelet coefficients, we empirically estimate ¯ and ¾ X for each subband and try to find the threshold T which minimizes the Bayesian Risk, i.e, the expected value of the mean square error.

使用循环谱函数所能用到的所有matlab工具函数(The matlab tool function loop spectral function can be used)

高斯平滑滤波，属于低通滤波，有效去除图像噪声。(Gaussian smoothing filter, a low pass filter effectively removes image noise.)

这个向导中包含教你如何用GAMBIT来创建和网格各种几何体的一步步例子。每个例子图解说明了关于GAMBIT几何体创建和网格产生的至少一个新概念。(This guide includes teaching you how to create and mesh a variety of GAMBIT geometry step by step examples. Each case illustrates the geometry on the GAMBIT mesh to create and produce at least a new concept.)