搜索资源列表
maspline
- 插值方法：三次样条插值源代码（一阶导数边界条件）-Interpolation Method: Cubic Spline Interpolation source code (a derivative boundary condition)
csinterp
- CSINTERP 1-D piecewise cubic spline interpolation of tabulated data and calculation of first and second derivatives. - CSINTERP 1-D piecewise cubic spline interpolation of tabulated data and calculation of first and second derivatives.
NA-19
- A C++ Program to construct Clamped Cubic Spline Interpolant from the given data
NA-18
- A C++ Program to construct Natural Cubic Spline Interpolant from the given data
spline
- 利用三次样条函数对截断波形进行恢复。程序内部存有注释语句对三次样条和实现过程进行说明。包括有试验数据和结果对比图。-Using cubic spline function to recover truncated waveforms. Statements within procedures there are comments on the cubic spline and the implementation process are explained. Including test dat
spline
- 运行后按绘制按钮就能自动绘制三次样条曲线，效果很好-After running the button will automatically draw by drawing cubic spline curve, good results
cubic-spline-interpolation
- 在Visual Studio环境下，利用C#语言实现三次样条插值的运算，并给出实例验证-In Visual Studio environment, using C# language computing cubic spline interpolation, and gives examples verify
two-cubic-spline
- 用vc＋＋平台开发的双三次样条插值函数，具有很高的精度-Vc++ platform with two-cubic spline interpolation function, has high accuracy
Spline
- 根据（0.0,0.0）（0.5,1.6）（1.0,2.0）（6.0,2.0）（7.0,1.5）（9.0,0.0）六个点使用三次样条差值求多项式并作图-According to (0.0,0.0) (0.5,1.6) (1.0,2.0) (6.0,2.0) (7.0,1.5) (9.0,0.0) using cubic spline six point margin and a polynomial mapping
cubic-spline-interpolation
- 该matlab源码为三次样条差值测试程序，通过了调试测试。-The matlab source code for the cubic spline difference test program, through the commissioning tests.
Cubic-spline-interpolati
- 三次样条插值算法（压紧样条）及其图形绘制-Cubic spline interpolation algorithm (compression spline) and its graphics rendering
spline
- 实现第一种边界条件的三次样条插值，便有函数和函数调用，并用具体数据测试，确保准确无误。-The first boundary condition to achieve the cubic spline interpolation
cubic-spline-interpolation
- 三次样条插值代码，适合matlab应用，纯属个人编写-cubic spline interpolation
Validation-cubic-spline
- 验证三次样条函数插值是否具有几何不变性实验-Verify cubic spline interpolation with geometric invariance experiments
cubic-spline
- note for cubic spline workout exams
cubic-spline
- 数值分析计算程序例子，三次样条插值法，边界条件：端点导数值已知。-Numerical the analysis calculation procedures example, cubic spline interpolation, boundary conditions: endpoint derivative
cubic-spline
- Cubic spline algorithm
Cubic-spline-
- 本程序用于数值分析中，三次样条差值和最佳平方逼近，主要是先输入5个区间点，然后计算出单词样条的差值和最佳平方的逼近-The purpose of the procedures used for the numerical analysis, cubic spline difference and the best square approximation, to achieve the calculated
Cubic-spline-interpolation
- 选择一曲线，本实例为正弦曲线，实现三次样条的插补-Select a curve, the instance of a sinusoidal curve, cubic spline interpolation
Cubic-Spline-interpolation
- 用三次样条插值法对少量样点进行插值计算和曲线拟合-Use Cubic Spline interpolation method to compute and fit the curve.