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pi.zip
- 计算PI(圆周率)的程序，可以计算２的Ｎ次幂的精确度
PI40000
- 一个计算圆周率的自编程序（带原码）。可以计算40000位以内的圆周率。经过充分优化，速度非常快。 开发平台：turbo-pascal 7.0， 嵌入汇编。-a calculation of the ratio of circumference wrote (with the original code). 40,000 can be calculated within the pi. After full optimization, speed very quickly. Platform :
C中加汇编_计算圆周率
- 介绍了在VC编辑器中，加入汇编语言的以实现混合编程的方法，并演示了计算圆周率的过程，很不错-introduced in VC editor, by adding assembly language to achieve the mixed programming method and demonstrated the calculation of the ratio of the circumference and very good! !
数模计算工具包
- 数学建模中常用的算法，如最短路径ｆｌｏｙｄ算法、蒙特卡洛仿真计算圆周率-mathematical modeling algorithm commonly used, such as the shortest path algorithm Floyd, the Monte Carlo simulation calculation of pi
计算圆周率
- 计算圆周率 Pi (π)值, 精确到小数点后 10000 位 只需要 30 多句代码！-Pi calculated pi () values, accurate to 10,000 decimal places only need more than 30 sentence code!
superpi
- 计算圆周率的计算软件，同时也是一种考验计算机性能的软件。可将圆周率计算到小数点后3.355亿位。-calculated pi calculation software, but it is also a test of the performance of computer software. Pi can be calculated after the decimal point to 335.5 million.
pie
- 一种新的圆周率计算算法，速度较快，而且计算精度较高
圆周率的计算
- vc编写 计算圆周率程序-vc preparation procedures calculated pi
圆周率计算
- 在数值计算中，一般的牛顿迭代法得到的数值具有截断误差，因此，用VB编写的可是实现任意精度的圆周率的计算程序-in numerical calculation, the general Newton iterative numerical method with the truncation error, therefore, prepared by the VB But to achieve any degree of accuracy the circumference of the rate
计算圆周率值
- 用泰勒展开的方法计算圆周率的值，matlab程序
计算圆周率PI的FORTRAN 的程序
- 这是计算圆周率PI的FORTRAN 的程序，程序简单通过f(x) = 4/(1 + x**2)-This is a good program, compute pi by integrating f(x) = 4/(1+ x**2)
pi
- 计算PI(圆周率)的程序，可以计算２的Ｎ次幂的精确度- Calculates PI (girth quotient) the procedure, may calculate 2 N power the precision
10000piCalculation
- C写的一万位圆周率计算的小程序,有详细注释，结构简洁-10 000 pi calculation
circumference
- 圆周率计算的源码,能计算出圆周率-circumference design
CALC.rar
- 数学表达式计算命令，By Lxl1638 使用方法: Calculator.EXE {代数表达式}#小数位数(默认6位最多16位) 支持的运算符号: 加"+"、减"-"、乘"*"、除"/"、幂"^"、或"|"、与"&"和括号解释 支持的数学常数: e 表示欧拉常数, pi 表示圆周率π 支持的数学函数: 共计32个
Monte_Carlo_1
- 利用蒙特卡洛方法进行积分计算和圆周率计算-Integral calculation and PI calculation by Monte Carlo method
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
MT
- 用计算机模拟一个随机事件，比如蒙特卡诺的方法，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 Mount Kano method, and to estimate the probability of random events to compute PI, and analyze the influencing factors in the design of ra
circumference ratio
- 基于Fortran语言计算圆周率的小程序(Based on the calculation of PI small Fortran language program)
Π近似值
- 采用数值积分算法中的复化梯形公式和复化Simpson公式计算的近似值的过程和方法，并对比这两种计算公式。理解Romberg算法计算的近似值的过程和方法,并对比以上三种方法。(The procedure and method of calculating the approximate value calculated by the complex trapezoidal formula in the numerical integration algorithm and the complex