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MATLAB动态仿真工具箱的具体应用，是实现仿真、模拟和分析的一个集成环境(MATLAB dynamic simulation toolbox specific applications, is the realization of simulation, simulation and analysis of an integrated environment)

说明：  主要是生成集合[n]的所有k-子集MATLAB代码(Generating set [n] of all k-subset of MATLAB code)

卡尔曼滤波的CV模型,详细的matlab代码及说明(the CV model of Kalman Filtering)

说明：  通过VC++实现对MATLAB的调用VC++等高级程序语言调用MATLAB中程序（函数）的方法，融合了VC++与 MATLAB两种不同的语言，大大提高了编程效率。(By VC++ to realize the MATLAB call VC++ and other high-level programming language called MATLAB in the program (function) method, combines the VC++ and MATLAB are two different languages, greatly improve the programming efficiency.)

this is main program of tomography modelling

遗传算法解带约束的最优问题的matlab程序，适合进行遗传算法的学习(Genetic algorithm for constrained optimization problem matlab program, suitable for studying genetic algorithm)

用matlab实现算数编码、哈弗曼编码以及LZW编码（能够区分大小写和数字进行编码）含测试文本和结果(Using matlab realize arithmetic coding, Huffman coding and LZW coding (case-sensitive and numbers can be encoded) containing test text and results)

基于matlab的通信系统仿真（调制到中频，基带成形）(Matlab-based communications system simulation (modulated IF, baseband shaping))

This code finds the solution to a system of simultaneous linear equation using Gauss_Seidel Method.

数据关联是多目标跟踪的一项关键技术。JPDA是大家公认的多目标跟踪中性能较好的数据关联算法，它 认为量测和目标是一一对应的关联关系，但在许多实际情况中，量测和目标是多一多对应的关系。针对上述情况，该文提 出了广义概率数据关联算法(Generalized Probability Data Association，GPDA)。文中从理论上对这两种算法的性能进行了 详细分析，并利用Monte Carlo技术对其性能进行了仿真比较。(Data association is one of the key technologies in multi—target tracking．And JPDA is considered as the best da· ta association method．JPDA considers the association of measurements with targets is simply one-to-one problem．But in many practical cases，the association of measurements with targets will be multiple—to—multiple problem．For this case，a Generalized Probability Data Association(GPDA)algorithm is proposed in this paper．Furthermore，this paper analyzes the performance of these two algorithms theoretically．And we give the comparative analysis of those performances by using Monte Carlo method．)