mddm(data)

robot locator using the mat lab code

matlab遗传算法源代码来对函数优化进行运算(matlab genetic algorithm source code for function optimization computing)

用matlab的100个编程例子，可以学习学习，供大家更好的理解掌握MATLAB。(100 matlab programming examples, you can learn, we can better understand and grasp the MATLAB.)

进行了3D MIMO下多用户的系统容量和Taylor容量的对比(Compare the multi-user system capacity in 3D MIMO)

处理信号的时频分析，D-S证据理论数据融合，AHP层次分析法计算判断矩阵的最大特征值。( When processing a signal frequency analysis, D-S evidence theory data fusion, Calculate the maximum eigenvalue judgment matrix of AHP.)

是信号处理的基础，LCMV优化设计阵列处理信号，多目标跟踪的粒子滤波器，到达过程是的泊松过程，最小均方误差（MMSE）的算法，使用大量的有限元法求解偏微分方程，music高阶谱分析算法，信号处理中的旋转不变子空间法。 ( Is the basis of the signal processing, LCMV optimization design array signal processing, Multi-target tracking particle filter, Arrival process is a Poisson process, Minimum mean square error (MMSE) algorithm, Using a large number of finite element method to solve partial differential equations, music higher order spectral analysis algorithm, Signal Processing ESPRIT method. )

采用加权网络中节点强度和权重都是幂率分布的模型，加入重复控制，通过matlab代码，可以动态调节运行环境的参数，包括脚本文件和函数文件形式。( Using weighted model nodes in the network strength and weight are power law distribution, Join repetitive control, By matlab code, Can dynamically adjust the parameters of the operating environment, Including script files and function files in the form.)

说明动态规划中维数灾问题,仿真结果非常完整(the dimension disaster of dynamic programming)

hilbert曲线 每点击鼠标一次，层次增加一次，以图形化形式进行展示(hilbert curve)

报告第二部分给出了均衡器结构以及迫零均衡器和最小均方误差均衡器理论推导，第三部分 给出了均衡器的 Matlab 仿真；第四部分给出了两种均衡器的仿真结果及对比；附录给出了两种 均衡器的 Matlab 程序，总的程序，以及托普利兹矩阵与卷积作比较和自相关的计算。(The second part of the report gives the theoretical derivation of the equalizer structure and the zero-forcing equalizer and the minimum mean-square error equalizer. The third part gives the Matlab simulation of the equalizer. The fourth part gives the simulation results of the two equalizers And contrast; Appendix gives two kinds of equalizer Matlab program, the total program, as well as the comparison and autocorrelation of Toledith matrix and convolution calculations.)