登录
首页 » matlab » Monte-Carlo

Monte-Carlo

于 2021-03-09 发布 文件大小:3154KB
0 200
下载积分: 1 下载次数: 17

代码说明:

  详细全面的蒙特卡洛PPT讲解以及MATLAB算例,帮助大家0基础快速掌握MC的精华所在。(Detailed and comprehensive Monte Carlo PPT to explain and MATLAB example, to help you basically grasp the essence of MC.)

文件列表:

MCS教程和实例代码
.................\第三讲%2B蒙特卡洛方法基本思想
.................\...........................\第三讲 蒙特卡洛方法基本思想
.................\...........................\...........................\liti1.m,173,2005-11-10
.................\...........................\...........................\liti2.m,177,2005-11-10
.................\...........................\...........................\liti3.m,214,2005-11-10
.................\...........................\...........................\liti31.m,217,2005-11-10
.................\...........................\...........................\liti4.m,426,2005-11-10
.................\...........................\...........................\liti5.m,249,2005-11-10
.................\...........................\...........................\liti6.m,403,2005-11-10
.................\...........................\...........................\第3讲蒙特卡洛方法基本思想.ppt,1373184,2017-04-07
.................\第二讲%2BMATLAB入门
.................\.................\第二讲 MATLAB入门
.................\.................\.................\for1.m,41,2005-11-10
.................\.................\.................\fun.m,53,2005-11-10
.................\.................\.................\fun1.m,71,2017-04-07
.................\.................\.................\fun2.m,115,2005-11-10
.................\.................\.................\lian.m,18,2005-11-10
.................\.................\.................\lian1.m,145,2005-11-10
.................\.................\.................\lian1data.mat,472,2005-11-10
.................\.................\.................\matrix1.m,124,2005-11-10
.................\.................\.................\matrix2.m,158,2005-11-10
.................\.................\.................\matrix3.m,119,2005-11-10
.................\.................\.................\shuzu1.m,67,2005-11-10
.................\.................\.................\shuzu2.m,39,2005-11-10
.................\.................\.................\shuzu3.m,70,2005-11-10
.................\.................\.................\shuzu4.m,64,2005-11-10
.................\.................\.................\while1.m,94,2005-11-10
.................\.................\.................\yuansu.m,94,2005-11-10
.................\.................\.................\第2讲 MATLAB入门.ppt,1400320,2017-04-07
.................\第五讲%2B蒙特卡洛方法的应用
.................\.........................\第五讲 蒙特卡洛方法的应用
.................\.........................\.........................\Buffon.m,277,2005-11-10
.................\.........................\.........................\liti1.m,173,2005-11-10
.................\.........................\.........................\liti2.m,177,2005-11-10
.................\.........................\.........................\liti3.asv,409,2005-11-10
.................\.........................\.........................\liti3.m,214,2005-11-10
.................\.........................\.........................\liti31.m,217,2005-11-10
.................\.........................\.........................\liti4.m,426,2005-11-10
.................\.........................\.........................\litiR1.asv,678,2005-11-10
.................\.........................\.........................\litiR1.m,652,2005-11-10
.................\.........................\.........................\litiR2.m,662,2005-11-10
.................\.........................\.........................\sjtdf.asv,312,2005-11-10
.................\.........................\.........................\sjtdf.m,312,2005-11-10
.................\.........................\.........................\sjtdf_pi1.m,236,2005-11-10
.................\.........................\.........................\sjtdf_pi2.m,242,2005-11-10
.................\.........................\.........................\sjtdf_zuoye2.asv,318,2005-11-10
.................\.........................\.........................\sjtdf_zuoye2.m,565,2005-11-10
.................\.........................\.........................\ybjzf.m,220,2005-11-10
.................\.........................\.........................\ybjzf1.m,234,2005-11-10
.................\.........................\.........................\ybjzf2.m,232,2005-11-10
.................\.........................\.........................\ybjzf_zuoye2.m,373,2005-11-10
.................\.........................\.........................\第4讲 随机数的生成.ppt,295936,2005-11-10
.................\.........................\.........................\第5讲 蒙特卡洛方法的应用(原稿).ppt,1808384,2016-06-23
.................\.........................\.........................\第5讲 蒙特卡洛方法的应用.ppt,541184,2016-06-24
.................\第四讲%2B随机数的生成及随机变量抽样
.................\.................................\第四讲 随机数的生成及随机变量抽样
.................\.................................\.................................\liti1.m,165,2005-11-10
.................\.................................\.................................\liti10.m,642,2005-11-10
.................\.................................\.................................\liti2.m,47,2005-11-10
.................\.................................\.................................\liti3.m,47,2005-11-10
.................\.................................\.................................\liti4.m,68,2005-11-10
.................\.................................\.................................\liti6.asv,105,2005-11-10
.................\.................................\.................................\liti6.m,143,2005-11-10
.................\.................................\.................................\liti7.asv,479,2005-11-10
.................\.................................\.................................\liti7.m,740,2005-11-10
.................\.................................\.................................\liti8.m,128,2005-11-10
.................\.................................\.................................\liti9.asv,411,2005-11-10
.................\.................................\.................................\liti9.m,378,2005-11-10
.................\.................................\.................................\第4讲 随机数的产生.ppt,154112,2005-11-10
.................\.................................\.................................\第4讲 随机数的生成及随机变量抽样.ppt,663040,2005-11-10

下载说明:请别用迅雷下载,失败请重下,重下不扣分!

发表评论

0 个回复

  • BEM-contact
    一个用于弹性接触分析的边界元fortran源程序(One for the analysis of elastic contact BEM fortran source)
    2020-12-05 17:59:25下载
    积分:1
  • NewMatlab
    润滑理论的matlab求解程序,包括弹流和刚流润滑.(Lubrication theory matlab solving procedures, including Elastohydrodynamic lubrication and just.)
    2020-07-01 08:20:02下载
    积分:1
  • newton_cpp
    计算方法《牛顿差值》(calculation method, "Newton margin")
    2005-01-25 21:40:20下载
    积分:1
  • MATLAB
    利用有限元法计算悬臂梁的实例,包含详细说明,适合用于课程设计。(Using the finite element method to calculate the cantilever instance, contains a detailed description, suitable for curriculum design.)
    2014-10-04 08:37:38下载
    积分:1
  • Density_Estimation
    分别采用GMM和KDE对Iris数据集进行密度建模,并进行对比。通过EM算法来确定GMM参数,通过交叉验证来确定K值(GMM and KDE respectively Iris data set of density modeling, and compared. GMM by EM algorithm to determine the parameters of K determined by the value of cross-validation)
    2011-05-05 10:37:48下载
    积分:1
  • network-immune-system
    非线性微分方程的人工免疫网络数学模型,适合于高水平研究者(Nonlinear differential equation mathematical model of artificial immune network, suitable for high-level researchers)
    2011-10-18 11:27:43下载
    积分:1
  • visicity-model
    代数涡粘模型用于计算近壁湍流的速度场,1D 4阶RK 积分(Algebraic eddy viscosity model is used to calculate the near-wall turbulence velocity field, 1D 4-order RK integration)
    2014-03-02 11:10:41下载
    积分:1
  • Colonial_Competitve_Algorithm_CCA_v4
    Colonial Competitive Algorithm
    2009-05-12 17:58:40下载
    积分:1
  • abint_bchol_brinv
    将一些标准数值与非数值算法集中封装在几个DLL中,需要用时可在VB/Delphi/C#中分别调用,这里提供了3个小程序,分别用于线性方程组求根、计算行列式的值、矩阵求逆。(Some standard numerical and non-numerical algorithm focus on packaging in several DLL, it is necessary to use when in VB/Delphi/C# Call, respectively, this provides three small programs, respectively, for the roots of linear equations, calculation of the value of the determinant, matrix inversion.)
    2008-06-28 22:35:05下载
    积分:1
  • PM
    说明:  彭曼公式主要是计算蒸散发量,在水文和气象中有广泛的应用(Penman formula to calculate evapotranspiration primarily, widely used in hydrology and meteorology)
    2014-10-27 17:38:05下载
    积分:1
  • 696518资源总数
  • 106161会员总数
  • 5今日下载