资源列表
Simplex
- 这是运筹学中关于单纯形算法的c程序，可以运行，而且也比较易懂-simplex method
Revisedsimplexmathod
- 此算法为改进的单纯形算法，也是运筹学中要用到的方法，可以运行的-revised simplex method
zouxiang_i
- 沉陷变形计算。本程序可以给予概率积分模型计算沉陷变形的水平移动。-Subsidence deformation. This procedure can give probability integration model calculation of the level of subsidence deformation mobile.
r_shice
- 比较不同主要影响半径时计算结果的特征，有实测数据。-The main impact of different calculation results when the radius of the characteristics have the measured data.
YiYuanSanDianChaZhi
- 给定n个节点xi[i=0,1,...,n-1]上的函数值yi=f[xi],用抛物插值公式计算指定插值点t处的函数近似值z=f[t]-Given n nodes xi [i = 0,1 ,..., n-1] on the function values yi = f [xi], with parabolic interpolation formula specified interpolation points, t Department of function approximation of
LianFenShiChaZhi
- 给定n个节点xi[i=0,1,...,n-1]上的函数值yi=f[xi],用连分式插值法计算指定插值点t处的函数近似值z=f[t]-Given n nodes xi [i = 0,1 ,..., n-1] on the function values yi = f [xi], used interpolation method to calculate continued fraction interpolation points t Department designated function
AiErMiTeChaZhi
- 给定n个节点xi[i=0,1,...,n-1]上的函数值yi=[xi]以及一届倒数值yi =f [xi],用埃尔米特插值公式计算指定插值点t处的函数近似值z=f[t]-Given n nodes xi [i = 0,1 ,..., n-1] on the function value yi = [xi], as well as previous numerical inverted yi ' = f' [xi], using Hermite interpolation value
AiTeJinZuBuChaZhi
- 给定n个节点xi[i=0,1,...,n-1]上的函数值yi=f[xi]及精度要求，用埃特金逐步插值法计算指定插值点t处的函数近似值z=f[t]-Given n nodes xi [i = 0,1 ,..., n-1] on the function values yi = f [xi] and the accuracy requirements gradually Aitken interpolation method specified interpolation points t Depa
GuangHuaChaZhi
- 给定n个节点xi[i=0,1,...,n-1]上的函数值yi=f[xi]及精度要求，用阿克玛方法计算指定指定子区间上的三次插值多项式与指定插值点t处的函数近似值z=f[t]-Given n nodes xi [i = 0,1 ,..., n-1] on the function values yi = f [xi] and the accuracy requirements specified by Arkema method specified sub-interval on the cubi
zuixiaoercheng
- 最小二乘法，可以实现虚拟现实曲面的的拟合，在测绘和地形分析中应用广泛-zuixiaoercheng
Cxx_GaussQR
- Add c++ support for Gaussian Quadrature v1.1
cprograme
- 原始单纯型算法求解优化问题，此算法程序注释简介明了，通俗易懂，便于学习。-Original simplex algorithm to solve optimization problems, this algorithm program notes brief introduction and clear, user-friendly, easy to study.