采用vs2008 c#编写 Q

用内三次样条曲线拟合做差C对象的方式。导致部件损坏。源代码

&求解N乘N线性系统

牛顿法计算程序，迭代没有条件控制！-Newton"s method, no conditions iterative control!

用递归算法求解把m个苹果放入n个盘子总共有多少种放法。很简单的程序，从屏幕输入两个参数， 一个为苹果个数，第二个为盘子个数。然后enter返回结果。

军团问题， 某国家在一条战线上（一条直线）上部署了n 支军队。如果两支或两支以上军队相邻，它们将形成一个军团。如果一支军队不和任何一支军队相邻，那么它也是一个独立的团。给定一组军队在战线上左右两端的位置及编号，求出所有的军团 -Corps issues, a country in a front (a straight line) on n-support forces deployed. If two or more than two neighboring armies, they will form a regiment. If an army is not adjacent to any one army, then it is also an independent regiment. Given a group of troops on the front left and right ends of the location and number, find all of the Army

-$A8 -$B- -$C+ -$D+ -$E- -$F- -$G+ -$H+ -$I+ -$J- -$K- -$L+ -$M- -$N+ -$O+ -$P+ -$Q- -$R- -$S-

多元函数的共轭梯度法求多元函数在无约束情况下的最小值-Multi-function conjugate gradient method for unconstrained multi-function in the case of the minimum

应用背景On the Design of ZF and MMSE Tomlinson-Harashima Precoding in Multiuser MIMO Amplify-and-Forward Relay System,it is main described the mimo system in the multi-user  scenario.the main precoding algrithm is combined the zf precoding and the MMSE precoding.关键技术we design a zero-forcing (ZF) Tomlinson-Harashima precoding (THP) and a minimum mean square error (MMSE) THP for multiuser MIMO relay system with direct link. Based on these precoding structures, we propose the optimal combining weights of the ZF THP and the MMSE THP in half duplex relay system, and the sub-optimal weights of MMSE THP to reduce feedback channel state information(CSI). Through the Monte Carlo simulation, we verify that the optimal weights combining method outperforms the constant weights combining method. In addition, we confirm that the performance of the sub-optimal weights combining method is&

基于opcv的实例，提供实例源码，欢迎下载-Based on opcv instance, provide examples of source code, please download the

在MATLAB环境中运行的两种Newton插值法-Newton