Formation Flying Control

说明：  目标视频跟踪，相比kcf的源码，加入了apce，kcf的升级版(Target video tracking, compared with the source code of KCF, adds the upgrade version of APCE and KCF)

界面漂亮的JSP聊天室程序，使用了基于jQuery实现的AJAX技术，运行前需要配置好JSP服务器，功能并不多，只实现了无刷新发送消息功能，帮助JSP新手更好的理解AJAX的使用。

ao的一些代码集合，初学者通过这些代码，可以初步了解arcobject。-ao some code set, beginners through these codes can be a preliminary understanding arcobject.

编写筛选查找素数函数： void sieve(bool isPrime[], int n) 其中isPrime[ ]为一个布尔型数组，n为数组大小。由于2是第一个素数， 所以设置isPrime[0]和isPrime[1]的值为false，并设置其余的元素初值为true。 然后对从4到n－1的每一个i，判断i是否能够被2整除，如果i能够被2整除，则设置isPrime[i]为false。 对从2到n/2的每一个可能的数值重复以上处理，当操作结束时，所有值为true的isPrime[i]所对应的i就是素数，它们将是从筛子中掉下来的。-Find prime numbers prepared by screening the function: void sieve (bool isPrime [], int n) which isPrime [] as a Boolean array, n is the size of the array. Because 2 is the first prime number, so set the isPrime [0], and isPrime [1] a value of false, and set the initial value of the remaining elements of true. And then from 4 to n-1 for each i, to determine whether i can be divisible by 2, if i can be divisible by 2, then set the isPrime [i] is false. From 2 to n/2 possible values for each one to repeat the above processing, when the operation ended, all the true value of the isPrime [i] corresponding to i is a prime number, they will be falling from the sieve in the past.

cad2019的破解文件，详情请查看里面内容，绝对有效。安全无毒，希望能够帮到你(The cracked files of cad2019, please check the contents for details. They are absolutely valid. Safety and non-toxicity, hope to help you)

采用C++对Ioctl接口进行二次封装。封装目的就是使用简洁化，统一化

说明：  以二阶非线性系统为例，假设系统方程和状态方程含有高斯白噪声，通过EKF、CKF、UKF算法估计系统真实状态，并对比(Taking the second-order nonlinear system as an example, assuming that the system equation and state equation contain Gaussian white noise, EKF, CKF, UKF algorithms are used to estimate the real state of the system.)

简单的中国象棋游戏源代码 适合从c＋＋初学者学习-simple Chinese chess game for the source code from C++ beginners learning

求取TDOA，TOA定位算法的克拉美罗界(description of CLRB for TDOA and TOA)

在IC卡应用中对卡进行加密的工具,有加密后的动态-in IC card application card for encryption tools, the dynamic encryption