PSOGA

matlab宝典,电子工业出版社,包含该书的源码2-4章，第2章MATLAB基础知识第三章数值运算第4章数据分析 (Matlab, the book electronics industry Press, the book contains chapters 2-4 source, Chapter 2 MATLAB basic knowledge of numerical calculation, the third chapter, Chapter 4 Data Analysis)

OFDM技术仿真,包括发射机和接收机代码(OFDM technology simulation, including transmitter and receiver code)

详细的kalman滤波程序,对于初学者很有用(kalman filter)

degree->[degree minute second]

Initialize the variables Calculates products and standards Determination of matrices B, C and D After execute this command we find that p is the max of the third and column position q Resolution of the system of equation Resolution of the system of equation in terms of A and b

摘　要:提出一种新的基于Pareto多目标进化免疫算法(PMEIA)。算法在每一代进化群体中选取最优非支配抗体保存到记忆细胞文档中 同时引入Parzen窗估计法计算记忆细胞的熵值,根据熵值对记忆细胞文档进行动更新,使算法向着理想Pareto最优边界搜索。此外,算法基于点在目标空间分况进行克隆选择,有利于得到分布较广的Pareto最优边界,且加快了收敛速度。与已有算法相比, PMEIA在收敛性、多样性,以及解的分布性方面都得到很好的提高。(Abstract:This paperproposed a new pareto-based multi-object evolutionary mi mune algorithm(PMEIA). PMEIA selected optmi alnon-dominated antibodieswhichwere then reserved inmemory cellarchive, and introducedParzenwindow to calculate entropy ofmemory cells. Updated thememory cell archive according to entropy ofmemory cells. This guarantees the conver- gence to the true Pareto fron.t Moreover, the performance of clone selection was dependent on distribution in the objective space, whichwas favorable forgetting awidely spreadPareto frontand mi proving convergence speed. Comparedwith the exis- ted algorithms, the obtained solutions ofPMEIA havemuch betterperformance in the convergence, diversity and distribution.)

this is matlab code useful to remove noise

计算LTE物理层中Turbo码的误码率，该模块能应用于整个系统链路级仿真(Calculate the the Turbo code error rate in the LTE physical layer, the module can be applied to the link-level simulation of the entire system)

一本关于控制系统分析的书，里面是用MATLAB编制的程序。(A control system analysis, which is prepared using MATLAB program.)

常微分方程的初值问题与偏微分方程的数值求解问题(Initial value problems for ordinary differential equations and partial differential equations numerical solving problems)