高通量低成本实现对spartan3E FPGA AES-128算法

求解非线性方程组的一组源代码,FORTRAN90.用于解决N个未知数,N-1个方程.-Solving nonlinear equations of a set of source code, FORTRAN90. For settlement of N unknown, N-1 equations.

程序只产生均值为0，方差为1的随机数，要产生均值为E,方差为D的随机数，只要随机数*D+E就可以了。高斯随机数程序还是带参数的，参数是用来描述正态分布的一个浮点数表。在执行程序时，先生成这个表（只做一次），而后就可以任意多次地执行高斯随机数产生程序了。使用C是为了保证通用性，如果有人觉得麻烦，可以用C++做个类，把这些东西都封装进去。另外，如果有人有兴趣，也可以把它修改成任意形式分布的连续随机数产生程序，修改非常简单，这里就不提示了。-procedures have only mean of 0 and variance for a random number to produce the mean E, D variance for the random number, as long as a few random E* D on it. Gaussian random process parameters or with the parameter is used to describe a normal distribution of the float table. In the implementation process, Mr. into the table (one-off), and you can repeatedly arbitrary implementation Gaussian random number generator proceedings. The use of C is to ensure commonality, if someone finds trouble, can be used to be a Class C, all these things into account Packaging. Also, if someone is interested, can you change the form of arbitrary distribution of continuous random number generator procedure is very simple changes, I will not be sacrificed as a result.

TLD is an algorithm for tracking of unknown objects in unconstrained video streams. The object of interest is defined by a bounding box in a single frame. TLD simultaneously tracks the object, learns its appearance and detects it whenever it appears in the video. You are allowed to use TLD under the terms of the GPL version 3.0. It means that any distributed project that includes or links any portion of TLD source code has to be released with the source code under the GPL version 3.0 license or later. The details of the license can be found in file LICENSE. If you wish to use this code or any of its part for com

清华大学2002年出版的《科学与工程数值计算算法Java》配套源码，包括复数计算、矩阵运算、插值计算、线性非线性方程组求解、数值积分、数值拟和与逼近等算法和类，对于科学和工程数值计算很有参考价值！-Qinghua University, in 2002 published "Science and engineering numerical algorithm Java" complementary source, includes the plural, matrix computation, interpolation, linear solve nonlinear equations, numerical integration, and the proposed numerical approximation algorithms and other categories, science and engineering numerical computation of great reference value!

资源描述元素选择问题 给定线性序集中的n个元素和一个整数k，1≤k≤n，要求找出这n个元素中第k小的元素。 当k=1时——找最小元素； 当k=n时——找最大元素； 当k=(n+1)/2——找中位数 算法设计思想 与快速排序算法的设计思想基本相同，即对输入数组进行递归划分，但操作上只对划分出的两个子数组中的一个进行进一步的递归处理；

提出了一种新的STL文件快速分层方法，其首先建立分层平面坐标的散列表，然后根据三角面片坐标值快速查找散列表，得到与三角面片存在交点的分层平面，然后直接用此分层平面与三角面片求交得到截交线。此方法在分层过程中每个三角面片只被查找一次，且不需对读入的三角面片建立复杂的拓扑结构。本文提到的分层算法得到的结果可很好地应用于基于STL模型的环切数控加工中。

数值优化计算过程中常用的贝塞尔拟合法程序-Numerical optimization of the process used to be legal procedures Bessel

很好用的ftp源码，可以直接运行的。效率也很快。-Very good source to use the ftp, can be directly run. Efficiency quickly.

书是针对工程上常用的行之有效的算法而编写的C语言函数程序集，在第一版的基础上作了修改和扩充。书中包括了近几年出现的许多新算法。全书分为数值计算与非数值计算两部分。其中数值计算部分的内容包括：线性代数方程组的求解、矩阵运算、矩阵特征值与特征向量的计算、非线性方程与方程组的求解、插值、数值积分、常微分方程（组）的求解、拟合与逼近、数据处理与回归分析、极值问题、数学变换与滤波、特殊函数、随机数的产生、多项式与连分式函数的计算、复数运算；非数值计算部分的内容包括：排序、查找、图形模式下读写屏幕象点、基本图形操作、汉字操作等。-book is widely used in engineering at the effective preparation of the algorithm and C language function suite, on the basis of the first edition was revised and expanded. The book includes the past few years, many of the new algorithm. Topics are divided into the numerical and non- numerical calculation of two parts. These numerical part of the contents include : linear algebraic equations by solving the matrix computation, Matrix eigenvalues and eigenvectors of computing, nonlinear equations and solve equations, interpolation, numerical integration, ordinary differential equations (Group I) solution, fitting and approximation, data processing and back In analysis, optimization, mathematical transformation and filtering, specia

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