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简单易会的小程序，赚点积分，呵呵！三次样条插值，大家互通有无。-Simple and easy to be a small program, earn points, Ha ha! Cubic spline interpolation, we each others needs.
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在VBA和MatLab 环境下运行的 VBA三次样条插值程序。-In the VBA and MatLab environment running VBA cubic spline interpolation procedure.
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Subdivision interpolation using cubic B-spline wavelet Average interpolation using cubic B-spline wavelet
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程序实现了三次样条插值的算法，经过测试程序可以放心使用。-Program achieved a cubic spline interpolation algorithm, can be assured through the use of test procedures.
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自己写的一个数值计算的题目，用matlab实现三次样条插值（I类），测试通过。-
To achieve cubic spline interpolation (I) using matlab
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实现了牛顿插值与三次样条插值，并进行比较。-Implements the Newton interpolation and cubic spline interpolation, and comparison
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用matlab编程实现三次样条插值拟合曲线-Cubic spline interpolation curve fitting using matlab programming
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三次样条插值函数C++实现，包含I型边界条件和II型边界条件。封装在CSpline类中，可以直接调用。-Cubic spline interpolation function in C++, including type I and type II boundary conditions. Encapsulated in CSpline class, you can call directly.
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三次样条插值函数，可以直接调用，本人亲测过来，用了matlab现成的函数在里面-Matlab cubic spline interpolation function can be called directly
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使用Matlab编程实现根据给定数值求三次样条插值函数-According to the given value seeking cubic spline interpolation function
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三次样条插值函数边界条件由实际问题对三次样条插值在端点的状态要求给出。以第 1 边界条件为例，
用节点处二阶导数表示三次样条插值函数，用追赶法求解相关方程组。通过 Matlab 编制三次样条函数的通用程序，
可直接显示各区间段三次样条函数体表达式，计算出已给点插值并显示各区间分段曲线图。-Cubic spline interpolation function boundary condition for the practical problems cubic spline interp
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三次样条曲线（Cubic Spline）插值-Cubic spline interpolation example.
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三次样条插值（简称Spline插值）是通过一系列形值点的一条光滑曲线，数学上通过求解三弯矩方程组得出曲线函数组的过程。本函数中采用第一类边界值-Cubic spline interpolation (referred Spline interpolation) through a series of key points of a smooth curve, mathematically by solving the three-moment equations derived curve fu
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用三次样条插值，最小二乘法，牛顿法做的一个数值计算，有源代码和具体例子-Using cubic spline interpolation, least square method, one of Newton s method to do numerical calculation, have the source code and specific examples
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选择合适离散点，应用三次样条插值法逼近龙格函数-Select the appropriate discrete points, cubic spline interpolation function approximation Longa
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采用遗传算法和三次样条插值法对已给数据进行拟合，得出最优取点方案-Genetic algorithm and cubic spline interpolation method is to fit the data, obtain optimum take-point program
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三次样条插值函数，包括程序以及仿真图,仿真结果说明其仿真结果随着n的增大越来越接近真实值-Cubic spline interpolation function, including program and simulation diagram Simulation results show that the simulation results as n increases more and more close to the true value
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最小二乘拟和法和三次插值法的对比，结构显示三次样条插值法更适合精度比较高的情景-The comparison between the least squares fitting method and the cubic interpolation method shows that the cubic spline interpolation method is more suitable for the scene with higher precision
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各种插值算法的比较，拉格朗日、三次样条插值等-Comparison of various interpolation algorithms, Lagrangian, cubic spline interpolation and so on
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cubic spline interpolation
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