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Monte-Carlo

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  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

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    积分:1
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    2021-01-07 10:58:53下载
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    处理大规模矩阵,对大规模的矩阵进行分解,即形如分解A=UV(To deal with large-scale matrix, mass matrix decomposition, that is shaped like a decomposition A = UV)
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    地球科学(Fortran90): 计算空间重力异常、扰动重力、垂线偏差或重力梯度的垂向梯度。 计算方式:数值积分、二维平面FFT、二维球面FFT或一维FFT。(Earth Science (Fortran90): calculate the gravity anomaly, gravity disturbance, the deflection of the vertical or gravity gradient vertical gradient. Calculation: numerical integration, FFT of the two-dimensional plane, two-dimensional spherical FFT or one-dimensional FFT.)
    2012-10-13 14:17:10下载
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