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gongshi
- 这是用C写的计算方法中常用的公式，有梯形公式、变步长梯形公式、Romberg公式、欧拉公式、牛顿插值公式、lagrange插值公式等-It is written using C commonly used in the calculation of the formula, there is trapezoid formula, variable-step trapezoidal rule, Romberg formula, Euler' s formula, Newton' s i
RombergItegral
- Romberg数值积分方法，VS2008环境下运行。-Numeric itegral based on Romberg algorithm.
longgebei
- 隆格贝算法计算积分 用于计算积分-Romberg
RobergandIntgauss
- 在MATLAB平台下，利用龙贝格公式和高斯公式，求解数值积分，源码-In the MATLAB platform, using Romberg formula and the Gauss formula, solving numerical integration, source code
code
- 从键盘输入两个矩阵,输出这两个矩阵和这两个矩阵相乘的矩阵,图书管理系统的一小部分 要求能 登陆 注册 推出 登陆要有次数限制（失败三次退出程序等），注册信息要求写入到文本文件里保存,已知圆半径r=2.5 圆柱高h=4,求圆的周长，面积，圆球体积，圆柱体积，用cin输入要计算的项目，然后输出计算结果，输入输出时要有文字提示,求1！+2！。。。+10！c语言代码,贪吃蛇游戏的C语言代码,求几个带权字符的哈夫曼编码,本打字游戏可进行英文，其它字符和全部字符的打字训练，每次训练若干个字符并进行打字时间，
rombeg
- 崭新的改进龙贝格算法，可以精确到十的四十次方的精度-Romberg new improved algorithm can be accurate to the precision of ten 40-th power
the-codes-of-C-about-important-algorithms
- 10个重要的算法C语言实现源代码：拉格朗日，牛顿插值，高斯，龙贝格，牛顿迭代，牛顿-科特斯，雅克比，秦九昭，幂法，高斯塞德尔-10 key algorithm C language source code: Lagrange, Newton interpolation, Gaussian, Romberg, Newton, Newton- Cortez, Jacobi, Qinjiu Zhao, power method, high Sisedeer
chazhi
- Romberg，用户计算椭圆周长，const double PI=3.14159265359 -Romberg, users elliptic perimeter, const double PI = 3.14159265359
shuzhifenxishiyan
- 包括欧拉 拉格朗日 龙贝格 三次样条函数 牛顿下山法等数值分析实验课算法．-Including the Euler-Lagrange Romberg cubic spline function method and other numerical analysis Newton descent algorithm for experimental course.
Exercise6
- 本程序用java编写了数值分析中的一些代码，可以进行一些龙贝格方法和科斯塔方法的数值计算-This procedure is numerically analyzed using java prepared some of the code, you can make some Romberg method and the method of numerical calculation Costa
NumericalComputationMethod
- 某985/211大学研究生计算方法课程作业及源程序，包含常见的高斯法，克劳分解，雅克比赛得儿迭代，牛顿差值多项式，三次样条插值多项式，龙贝格积分法的源代码-Calculation of a 985/211 Graduate course work and the source, including common Gaussian law, Crow decomposition, Jacques games have children iteration, Newton difference po
matlab2
- 数值分析计算实习题.复化梯形求积.复化辛普森求积.自适应步长辛普森求积.龙贝格函数求积.-Practical numerical analysis problems. Repeated trapezoidal quadrature. The Simpson quadrature. Adaptive Simpson Quadrature step. Romberg Quadrature functions.
NumericalAnalysisProgram
- 数值分析课程的一些实用典型算例程序： 二分法，高斯消元法，牛顿法，拉格朗日法，龙贝格-Numerical analysis courses typical examples of some practical procedures: dichotomy, Gaussian elimination method, Newton method, Lagrangian, Romberg
1
- 计算方法里的 龙贝格积分 用c实现，是分段梯形求积和瑞察德森的结合-Calculated in the Romberg integration achieved with c
sy
- 常用的数值积分方法(特别是梯形、Simpson方法、和Romberg算法)，编制复合梯形公式，复合Simpson公式，Romberg算法的程序，数值积分方法的逐步精致化过程-Commonly used numerical integration methods (in particular, trapezoidal, Simpson method, and the Romberg algorithm), the preparation of composite trapezoidal rule,
shuzhi-longbeige
- 面对一些复杂难算的数学积分，我们可以用一些计算机编程实现他们的计算，本程序是用龙贝格计算积分-Hard to calculate in the face of some complex mathematical points so we are able to use some implementation in computer to their calculations, Romberg procedure is used Calculate the
ShuZhiSuanFa
- 数值分析中常用的经典算法，包括最小二乘、牛顿、高斯、龙贝格、拉格朗日、欧拉等算法的集合。-Commonly used in classical numerical analysis algorithms, including least squares, Newton, Gauss, Romberg, Lagrange, Euler and other collection algorithms.
longbeigesuanfa
- 计算方法中龙贝格算法用于求解数值分析中的方程的解。-Calculation method Romberg algorithm for solving the numerical analysis equation.
7
- 用Romberg方法计算定积分，使误差不超过10E-5.-Definite integral using Romberg method, so that the error of not more than 10E-5.