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Description: 用c语言编写的一个龙贝格积分算法.可在C++或DOC下实现.-use of a language Romberg integral algorithm. In C or under DOC.
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Size: 1091 |
Author: 王安耀 |
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Description: 数值类综合算法
常用数值计算工具包（龙贝格算法、改进欧拉法、龙格库塔方法、复合辛普森），Matlab数学建模工具箱（以及众多实例）。
常用算法：如Floyd算法、分治算法、动态规划、组合算法、贪婪算法-composite numerical algorithm commonly used numerical Kit (Romberg algorithm, improved Euler, Runge Kutta method composite Simpson), Matlab mathematical modeling toolkit (and the many examples). Common algorithms : algorithms such as Floyd, the partition algorithms, dynamic programming, algorithm, greedy algorithm
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Size: 1452699 |
Author: 罗鹏魁 |
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Description: 三弯矩插值法
lagrange多项式插值
多项式最小二乘法
龙贝格积分法
分段线性插值
三转角插值
这些是数值分析中常用的集中经典方法，运用matlab展示出来！-three polynomial interpolation Hangzhou least squares polynomial interpolation Romberg integration subparagraph Line sex angle interpolation three interpolation these numerical analysis is commonly used in concentrated classical methods, and use Matlab show!
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Size: 18215 |
Author: jasa |
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Description: 三弯矩插值法
lagrange多项式插值
多项式最小二乘法
龙贝格积分法
分段线性插值
三转角插值
这些是数值分析中常用的集中经典方法，运用matlab展示出来！-three polynomial interpolation Hangzhou least squares polynomial interpolation Romberg integration subparagraph Line sex angle interpolation three interpolation these numerical analysis is commonly used in concentrated classical methods, and use Matlab show!
Platform: |
Size: 18074 |
Author: jasa |
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Description: 三弯矩插值法
lagrange多项式插值
多项式最小二乘法
龙贝格积分法
分段线性插值
三转角插值
这些是数值分析中常用的集中经典方法，运用matlab展示出来！-three polynomial interpolation Hangzhou least squares polynomial interpolation Romberg integration subparagraph Line sex angle interpolation three interpolation these numerical analysis is commonly used in concentrated classical methods, and use Matlab show!
Platform: |
Size: 3653 |
Author: jasa |
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Description: 三弯矩插值法
lagrange多项式插值
多项式最小二乘法
龙贝格积分法
分段线性插值
三转角插值
这些是数值分析中常用的集中经典方法，运用matlab展示出来！-three polynomial interpolation Hangzhou least squares polynomial interpolation Romberg integration subparagraph Line sex angle interpolation three interpolation these numerical analysis is commonly used in concentrated classical methods, and use Matlab show!
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Size: 21613 |
Author: jasa |
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Description: 提供了6种数值积分方法的c++代码实现： 1 梯形求积法(TRAPZD->QTRAP)； 2 辛普森(Simpson)求积法(QSIMP)； 3 龙贝格(Romberg)求积法(QROMB)； 4 反常积分(MIDPNT, MIDINF, MIDSQL, MIDEXP->QROMO)； 5 高斯求积法(QGAUS, GAULEG)； 6 三重积分(QUAD3D)-offers six methods of numerical integration c code to achieve : a trapezoid Quadrature (TRAPZD -
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Size: 5494 |
Author: ldg |
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Description: 可移植的积分算法 ，提供了数种方法（变步长梯形求积分；变步长辛卜生求积分；自适应梯形求积分；龙贝格求积分；计算一维积分的连分式法；高振荡函数求积分；勒让德-高斯求积分；拉盖尔-高斯求积分；埃尔米特-高斯求积分） ，比较实用-portable integral algorithm, a few methods (variable step-ladder for integration; Variable step for Oracle Integral Health; Adaptive trapezoidal seek integration; Romberg seek integration; calculating an integral dimension of the continued fraction; high oscillation function for integration; Legendre Germany-Gaussian seek integration; Laguerre - Gaussian seek integration; Hermite - Gaussian quadratures), more practical
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Size: 31932 |
Author: 陈学川 |
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Description: 计算方法中的龙贝格公式 C++算法源程序-calculation of the formula C Romberg algorithm source code
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Size: 9083 |
Author: 王宝华 |
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Description: 程序总结2 改进欧拉法|高斯消去法|简单迭代法|列主元元素消元|龙贝格算法|龙格库塔方法|牛顿插值多项式-procedures to improve Euler France | Gaussian Elimination | simple iteration | out the main elements Consumers billion yuan | Romberg Algorithm | Runge Kutta method | Newton polynomial interpolation
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Size: 4981 |
Author: 周琳 |
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Description: 龙贝格算法.cpp 龙格-库塔算法.cpp 幂法.cpp 牛顿迭代法.c-Romberg algorithm. Cpp Runge - Kutta algorithm. Cpp Power Act. Cpp Newton. C
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Size: 2369 |
Author: 凃道 |
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Description: 计算方法实验报告:
编程环境:MATLAB7.0
牛顿K次插值多项式的程序实现
龙贝格求积公式的程序实现
高斯列主元消去法的程序实现.-report : Programming Environment : Newton MATLAB7 K polynomial interpolation procedures to achieve Romberg of Quadrature program Gaussian out PCA Elimination of the program.
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Size: 92890 |
Author: 林明清 |
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Description: 数值积分:关键词：数值积分 近似 插值求积 梯形 辛普生 复化 逐次分半 龙贝格-numerical integration : Key words : numerical integration approximate interpolation Quadrature trapezoidal Simpson Health Minute of successive half Romberg
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Size: 99983 |
Author: 03500218 |
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Description: 数值分析中的欧拉算法 本文建立在數值分析的理論基礎上，能夠在Matlab環境中運\行，給出了理論分析、程序清單以及計算結果。更重要的是，還有詳細的對算法的框圖說明。首先運\用Romberg積分方法對給出定積分進行積分，然後對得到的結果用插值方法，分別求出Lagrange插值多項式和Newton插值多項式，再運\用最小二乘法的思想求出擬合多項式，最後對這些不同類型多項式進行比較，找出它們各自的優劣。
-numerical analysis of Euler algorithm is based on numerical analysis based on the theory that, Matlab to run, given the theoretical analysis, procedures and results list. More importantly, there are details of the flow chart of the algorithm. Romberg first use of the method is integral for integration, Then the results obtained by using the interpolation method were obtained Lagrange polynomial interpolation polynomial interpolation and Newton, re-use of least squares fitting of thinking obtained polynomial, the last of these different types of polynomial, identify their respective strengths and weaknesses.
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Size: 87890 |
Author: 向勇 |
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Description: Romberg求定积分
输入：积分区间[a,b]，被积函数f(x,y,z)
输出：积分结果-Romberg integral to seek input : integral interval [a, b], the plot function f (x, y, z) Output : integral results
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Size: 983 |
Author: 周远 |
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Description: 在C语言环境下的一个龙格贝积分算法例子-in C language environment of a Long Gberdao Integration Algorithm for example
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Size: 936 |
Author: 毛虫 |
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Description: 龙贝格积分法求解数值积分-Romberg integral method numerical integration
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Size: 939 |
Author: 杨蕾 |
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Description: 龙贝格法求积分
在MATLAB中实现，初级学习者之必备软件
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Size: 1330 |
Author: xiaobai |
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Description: 用龙贝格算法计算sinx 在的积分-with Romberg algorithm in the integral sinx
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Size: 5582 |
Author: 月光 |
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Description: 定步长辛普森公式计算.二分法.列主高斯消去法.龙贝格.牛顿迭代法.弦截法.逐次超松弛迭代法.-fixed step Simpson formula. Dichotomy. Main-Gaussian Elimination Act. Romberg. Newton iteration. Xianjie law. Successive Over-Relaxation iterative method.
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Size: 3116 |
Author: 毛伟杰 |
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