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MonteCarlomethod
- 蒙特卡罗方法概述和它的主要引例：蒲丰投针问题
丰蒲投针实验
- 丰蒲投针实验求解PI
解决两个小问题的matlab代码
- matlab解决蒲丰投针和一个小概率问题
pufengtouzhen
- 蒲丰投针源代码~用mathematics编的-Buffon needle cast the source code ~ using mathematics series
Buffon_needle_procedures
- 蒲丰投针问题的源程序，运用蒙特卡罗的方法来实现，matlab的源程序-Buffon needle problem of the source, using Monte Carlo methods to achieve, matlab s source code
matlabe
- 利用matlab生成的随机数做蒲丰（buffon）投针问题．-Is Pu Feng using the matlab production s random number (buffon) to throw the needle question.
buffon
- 蒲丰投针的Matlab源程序，返回的结果是Pi的近似。-buffoncalc(m) performs m iterations of Buffon s needle experiment and returns the thus calculated approximation of \pi.
mento_carlo_to_comput_pi
- 用蒙特卡罗算法模拟了三种pi值的计算过程，包括蒲丰投针的模拟和matlab GUI界面设计程序。-With the Monte Carlo method to simulate the three pi calculation process, including the Buffon needle cast simulation and matlab GUI interface design process.
Cprogramtitlerace
- 转的阿基米德螺线 图形界面 太阳、地球、月球的环绕运动 图形界面 模拟炮弹的飞行轨迹 图形界面 模拟蒲丰投针实验 图形界面 行进中的坦克 图形界面 列队行走的26个英文字母 文本界面-Archimedean spiral turn Graphical interface Sun, Earth, the Moon around the movement Graphical interface Simulated projectil
buffon
- 蒲丰投针实验matlab程序，有详细的中文注释和例程，可以学习。-Po Fung cast the needle experiment matlab program, with detailed notes and routines of the Chinese, you can learn.
buffon-experiment-on-mathematica
- mathematica里面实现仿真的蒲丰投针实验-buffon experiment on mathematica
Buffon-needle
- 蒲丰投针来求解圆周率，这是通过简单的概率模型来求解圆周率较为有效的方法-The Buffon needle cast Solving pi pi more effective method to solve this is through a simple probabilistic model
Buffon-needle-cast-problem
- 蒲丰投针求π问题的几种解法，可作为概率论的大作业-Buffon needle cast seeking π problem several solutions can be used as probability theory
MATLAB1
- 线性方程组的解法,插值拟合,随机程序,狼追兔子动态模拟,蒲丰投针,弹球模拟-Solution of linear equations, interpolation fitting, random program, wolves chasing rabbits dynamic simulation, Buffon needle cast, pinball simulation
Buffon
- 用matlab做的蒲丰投针动态仿真实验。用了GUI。投针预测Pi的值。-Using matlab to do Buffon needle cast of dynamic simulation. With a GUI. Needle cast predictive value of Pi.
PuFeng
- 针对蒲丰投针问题编写的代码并实现其运行。-The code for the issue of Po Feng pin problem and to achieve its operation
buffon 模拟图
- Buffon投针实验18世纪，布丰提出以下问题：设我们有一个以平行且等距木纹铺成的地板（如图），现在随意抛一支长度比木纹之间距离小的针，求针和其中一条木纹相交的概率。并以此概率，布丰提出的一种计算圆周率的方法——随机投针法。这就是蒲丰投针问题(buffonIn the 18th century, Buffon proposed the following question: Let us have a parallel and equidistant wood paved the floor (
PF
- 用计算机模拟一个随机事件，蒲丰投针的实验，并估计随机事件发生的概率以计算圆周率pi，并分析所设计的随机实验中各因素的影响。(A computer simulation of random events, such as Buffon needle experiment, and estimate the probability of random events to compute PI, and analyze the influencing factors in the design of
1-s2.0-S0898122106001842-main - 副本
- MATLAB，随机数伪随机数生成概念，蒲丰投针实验原理(The concept of generation of random number pseudorandom number)
pi值估计（matlab实现）
- 如何用计算机模拟一个随机事件，比如蒲丰投针或蒙特卡洛法，并估计随机事件发生的概率以计算圆周率pi，要求利用混合同余法生成均匀分布随机数，并分析所设计的随机实验中各因素的影响。matlab实现于实时脚本。