用matlab编写的卡尔曼滤波程序，一个文件

我们的作业 计算方法里面的牛顿切线法求根，（单根情况）。-our operations inside the calculation method Newton tangent Root, (single).

这个Matlab程序实现最速下降算法。最速下降法是一种最基本的算法，它在最优化方法中占有重要地位.最速下降法的优点是工作量小，存储变量较少,初始点要求不高；缺点是收敛慢，最速下降法适用于寻优过程的前期迭代或作为间插步骤，当接近极值点时，宜选用别种收敛快的算法. -Matlab implementation of this procedure steepest descent algorithm.

简单的遗传算法，对函数优化具有很高的优越性。-A simple genetic algorithm, function optimization with a high superiority.

可产生2、4、8、16PSK数字调制基带IQ信号，其数字调制时的成形滤波器可任意选择升余弦、根升余弦和高斯。产生的MPSK信号通过波形回放进行了验证。

一个可分解上万阶稀疏矩阵的SVD算法-a million bands on the sparse matrix of SVD algorithm

应用背景This application is to focus on the numerical methods in Computational Fluid Mechanics, dealing with aeronautics, hydraulics, heat and mass transfer etc. We konw fluids have the ability to transport matter and its propertities as well as transmit force, therefore fluid mechanics is a subject that is particularly open to cross fertilization with other sciences and disciplines of engineering. The subject of fluid mechanics will be highly relevant in domains such as chemical,metallurgical, biological and ecological engineering.关键技术 SIMPLE (Semi-Implicit Method for Pressure Linked Equations) algrithm is the principal numerical method to numerical simulate incompressible fluid flow, it can remove the difficults of fake pressure disturbance and neglecting specific pressure equation for incompressible fluid flow successful. The main thoughts and steps of SIMPLE algorithm are given in this application. The single-phase loc

这是电子扫描所有什么 pretende 规划求解问题有关矩阵和其他 yerbas 如果你想要证明只是 opent 或与另一个扫描战斗

运行并测试OpenMP编写两个n阶的方阵a和b的相乘程序，结果存放在方阵c中，其中乘法用for编译制导语句实现并行化操作。

输入n条边的长度，求这些边构成的最大面积多变形的面积-imported n the length of the side, while for these constitute the largest area of deformation over the area

提出了一个实时的视线追踪方案。程序可运行，追踪效果好。 An eye tracker gives the pixel position of the center of the pupil in an image whereas a gaze tracker determines where the person is looking on the screen. ↩ Timm and Barth. Accurate eye centre localisation by means of gradients. In Proceedings of the Int. Conference on Computer Theory and Applications (VISAPP), volume 1, pages 125-130, Algarve, Portugal, 2011. INSTICC.