Model Predictive Control

用C++ BUILDER实现的一个类似推箱子的益智游戏。为了简化，采用GDI实现图形显示。适合初学者研究-C BUILDER achieve a similar Tuixiangzi of educational games. To simplify using GDI achieved graphics. Research for beginners

绿色 版 安装包制作，安全快速，很稳定，可以自己设计安装样式(Green version of the installation package, security quickly, is stable, can be installed in a own design style)

组合导航中卡尔曼滤波数据融合算法，C++程序(Data fusion algorithm of Calman filter in integrated navigation system)

以LABVIEW8.2为平台,编写的一个具有通用计算器功能的LABVEIW软件.-LABVIEW8.2 as a platform for the preparation of a common calculator functions LABVEIW software.

说明：  学习c#的练手小程序。 随机抽奖。(Learn the C # hands-on program. Random draw.)

VC++写的预览字体的小程序代码，很实用的系统字体预览工具，附有全部VC++源码，可以很直观的看到系统各种字体的模样，便于你管理系统字体。

说明：  很不错的ea，使用在mt4平台，稳定盈利(very nice ea in mt4. you can easily earn money)

CiscoPacketTracer5.2_FAQ-21Jul09final. its the final release-CiscoPacketTracer5.2_FAQ-21Jul09final. its the final release....

Java to IDL!!关于Java和IDL的具体介绍！！个人感觉还可以吧！！可以看看！-Java to IDL! ! IDL on Java and on the concrete! ! Personal feelings can! ! Can see!

说明：  小世界网络中的SIRS传染病模型实现。该模型将动物状态分为三个类别：易感状态（S）、传染状态（I）、移出状态（R），易感状态的动物在与感染状态的动物接触过程中会以一定概率被传染状态的动物传染而患病；传染状态的动物可以一定的概率将疾病传染给接触到的动物；传染状态的动物在经历一段时间之后得到痊愈并且不再会收到感染，也不会对其他动物造成威胁，即相当于从整体中被移出的状态；在一段时间过后，移出状态的个体会再复原成为易感状态。在初始时一定比例的动物处于感染状态，剩余动物处于易受感染状态。(Implementation of SIRS Infectious Disease Model in Small World Network.The model divides animal state into three categories: susceptible state (S), infectious state (I), and removal state (R). Animals in susceptible state will be infected by animals in infectious state with a certain probability in the process of contact with animals in infectious state; animals in infectious state can transmit disease to animals in contact with a certain probability; animals in infectious state will experience one. After a period of time, the patient recovers and no longer receives infection, and does not pose a threat to other animals, i.e. the state of being removed from the whole; after a period of time, the individual in the state of being removed recovers to a susceptible state. At the beginning, a certain proportion of animals were infected and the remaining animals were susceptible to infection.)