Lorenz

利用二叉树及蒙特卡罗方法计算欧式美式权证的例程，需要的可自行下载(binary tree using the Monte Carlo method and the American Continental E routines, and we need to be downloaded)

该书详细介绍了Boost库的数十种子库，是目前为止我找到的最详细的Boost库中文书籍(The book details the Boost libraries dozens seed bank, is by far the most detailed I ve found Boost library books Chinese)

复杂网络研究中的，ER模型图的生成程序，使用C++写成。(ER model diagram generation program in the study of complex networks, C++ languages.)

资源调度算法。VOIP业务在PF准则下调度的性能比较。(Resource allocation algorithm. VOIP business in the PF scheduling performance comparison criterion.)

设有离散无记忆信源X,P(X)．二进制费诺编码为：1.将信源符号按概率从大到小的顺序排列2.将信源分成两组――按两组概率之差为最小分．3.上面一组编码为0，下面一组编码为1，一直分到一组只有一个信源为止．4.将一个信源分组得到的0和1全部连接起来，组成该信源的码字，信源即得到自己的费诺编码．(There be no X remembering the message source in case that having being scattered, binary Feinuo of P (X) code is: 1. Will believe that the source sign orders 2 according to probability is minor from arriving at greatly sequence. Will believe that the source divides into two part being allotted 3 according to two set of bad of probability for the minimum. A group of code is 0 above , a group of code is 1 underneath, till dividing till a group only when one believes a source 4. Get up with a 0 and 1 all connection believing that the source is divided into groups and , be composed of the codon owing message a source , believe that the source is to get self Feinuo code Powered )

MEL 求解GMM模型的参数matlab环境下的源代码，和大家分享(MEL Solving GMM model parameters Matlab environment of the source code and share)

脉冲压缩雷达信号处理 脉冲压缩性能分析 海明窗加权(failed to translate)

产生GPS32颗星的CA码,共包含2个文件,gps_ca_code.m用于产生任一颗星的CA码. Gen32CACode.m用于产生32颗星的CA码(Produce the GPS32 stars of the CA code, consists of two files, gps_ca_code.m CA code used to generate any one star. Gen32CACode.m used to generate the 32 stars of the CA code)

matlab等分圆弧程序，用于畸变校正工作。(Matlab equal arc for distortion correction work.)

An example case is considered to price an option at a maturity of T years - prices are simulated for Geometric brownian motion process at 2*T maturity, and Brownian Bridge is used to obtain prices at T maturity. Finally option prices are compared to Black Scholes values to verify results(An example case is considered to price an option at a maturity of T years- prices are simulated for Geometric brownian motion process at 2*T maturity, and Brownian Bridge is used to obtain prices at T maturity. Finally option prices are compared to Black Scholes values to verify results)