Kmeans

SkewT分布是近年来得到广泛使用的一种参数化分布。区别于传统的正太分布、学生-t分布，SkewT分布除了具有厚伟特征之外，还引入了偏斜特征。该分布对于金融领域的研究与应用具有十分重要的价值。当然，也是一个重要的统计工具。SkewT分布由Bruce E. Hansen(1994)构造，本源码包括SkewT分布的密度函数、累计概率、随机数生成、理论矩。(SkewT distribution has been widely used recently. Different from traditional Normality and Student-t distribution, SkewT parameterizes both tail-thickness and skewness. SkewT is valuable to financial applications and studies, and other statistic tool. SkewT is firstly introduced by Bruce E. Hansen(1994). This package includes M files on the density of SkewT, CDF, random number generator and theoretical moments of SkewT.)

skin tone hide data in stegnography

由于语法问题！和技术不到家！倒置这个初级版本很鸡肋！网上找了点资料！也复制了一此！（嘿嘿！）(Because grammar question! And technology than at home! This initial version of a blunt upside down! Information on the Internet to find a point! This is also a copy! (Hey!))

Matlab常用函数集合，分类清楚，且有功能描述，查询方便(Matlab common function set, clear classification, and functional description, convenient query)

中大数计的matlab的ppt,数学建模竞赛资料(The large numbers of dollars matlabppt)

雷达系统建模与仿真的matlab程序，包括产生十种随机分布，产生swerling杂波，以及产生回波，进行快速傅立叶变换，脉压，进行MTI，以及横虚警(Radar System Modeling and Simulation of matlab procedures, including dozens of randomly generated distribution, swerling have clutter, as well as the resulting echo, fast Fourier transform, pulse pressure, the MTI, as well as cross-false alarm)

IRIS数据 供大家分析参考 此数据可以用于聚类分析(U.S. analysis of IRIS data for the reference of this data can be used to cluster analysis)

说明：  matlab程序模拟微分方程。各种流行的系统显示混沌运动特征。(This toolbox contains the functions which can be used to simulate some of the well-known fractional order chaotic systems, such as: - Chen s system, - Arneodo s system, - Genesio-Tesi s system, - Lorenz s system, - Newton-Leipnik s system, - Rossler s system, - Lotka-Volterra system, - Duffing s system, - Van der Pol s oscillator, - Volta s system, - Lu s system, - Liu s system, - Chua s systems, - Financial system, - 3 cells CNN. The functions numerically compute a solution of the fractional nonlinear differential equations, which describe the chaotic system. Each function returns the state trajectory (attractor) for total simulation time. )

it is calll for lots of data set for lda

Vertical Handoff Algorithm