搜索资源列表
LagrangeInterpolation
- 拉格朗日差值, 拟合多点的数据成一条曲线-Lagrangian interplation
Formula_Numerical_Analysis
- 数值分析中用于求近似值的算法、二分法解方程、变步长梯形求积分的算法。是在Linux下用C++实现的。用G++编译。 配合华中科大的那本著名的“数值分析”。李庆扬编著。 用来交作业很好。 在本压缩包里面包含的是： HalfDevision.d 二分法解方程 LagrgIn.d 拉格朗日差值公式-求近似值 NewtonFwIn.d 牛顿前插公式-求近似值 NewtonItera.d 牛顿迭代法-求近似值 VarStpTrpzoItg.d 变步长梯形积
insert-lagrange
- 拉格朗日差值算法，内涵读取文件，插值，写入文件，读取文件为PARCHG,写入文件为INSERT_DATA-Lagrangian difference algorithm, meaning to read the file, interpolation, write files, read the file PARCHG, write documents INSERT_DATA
lagrange
- 用拉格朗日多项式计算在一点的差值！并且优化了计算方法，减少了时间复杂度！-Lagrange polynomial calculation point difference! And the optimized method to reduce the time complexity!
lglrWCA
- 拉格朗日差值 简单易懂 不错的选择 可以下载-Lagrangian difference
lglrnd
- 拉格朗日插值多项式 牛顿差值多项式 三样差值多项式的源码 希望对大家有用-Lagrange polynomial interpolation Newton difference like the difference between the three polynomial we want to be useful source
interpolation
- 该matlab代码为插值函数，包含拉格朗日差值以及其他差值，含有测试主函数。-The matlab code for the interpolation function, including the difference, and other difference between the Lagrangian, containing the test main function.
Lagrange-test
- 可以使用拉格朗日差值发计算大型的数据，避免复杂繁琐的工作量。-Can use Lagrange difference value is calculated, the data sent large complex tedious work. Avoid
lagelangrichazhi
- 高等数中拉格朗日差值算法的源代码代码，希望能对大家有所帮助！-The high number of Lagrangian difference code!
121
- 实现了拉格朗日差值的计算，给定一定的值计算出准确的值，副源代码和实验报告，很好很值得参考。-Realized Lagrange difference value calculation, given a certain value calculated accurate values, vice source code and test report, good is worth reference.
1
- 该程序可以选择通过拉格朗日差值公式求值和通过牛顿差值公式求值源代码-The program can be selected by Lagrangian difference formula is evaluated and the value of the source code by by Newton the difference formula
Lagrange
- C语言实现的拉格朗日插值方法，对求解函数差值及拟合十分有用-C language Lagrange interpolation method, useful in solving function difference and fitting
chazhi
- 数值差值，多种方法。拉格朗日差值。三次样条差值。-Numerical difference, a variety of methods. Lagrangian difference. Cubic spline difference.
Numerical-Analysis
- 数值分析中的四种插值方法： 拉格朗日差值公式 龙贝格算法 三次样条插值 四阶龙格库塔方法 内附有详细算法解析文档-Numerical analysis of four interpolation methods: Lagrangian difference equation Romberg algorithm Cubic spline interpolation Fourth-order Runge-Kutta method Encl
chazhi
- 此算法是通过拉格朗日插值公式来计算样条差值，是一次的样条插值-This algorithm is through the Lagrange interpolation formula to calculate the spline difference, is a spline interpolation
sanciyangtiaochazhi
- 此算法是通过拉格朗日插值公式来计算样条差值，是三次的样条插值-This algorithm is through the Lagrange interpolation formula to calculate the spline difference, is three times spline interpolation
newton
- 牛顿拉格朗日差值算法在vc下的实现。输入要输入数字的个数以及数字，计算得出牛顿差值算法的结果。-Newton Lagrangian difference algorithm in vc. Enter the number you want to enter numbers and figures, calculated the difference between the results of the Newton algorithm.
Lagrange-on-the-matlab-code
- 这个是matlab关于拉格朗日差值的源程序代码，可以运行的。-This is Lagrange numerical algorithm source code, you can run.
lagrange
- VS环境下实现拉格朗日差值算法，对任意自由输入数组进行数值分析-Lagrangian difference algorithm to achieve under the VS environment, free to enter any array of numerical analysis
困难拉格朗日差值
- 用拉格朗日程序计算，主要计算没有明确自变量处的目标函数的值。(Calculated by Lagrange program, the main objective of the independent variable is calculated at the value of the target function.)