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计算三次样条插值函数-Calculation of cubic spline interpolation function
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样条插值法，了解Hermite插值法、三次样条插值法原理，结合计算公式，确定函数值。-Spline interpolation method to understand the Hermite interpolation, cubic spline interpolation theory, combined with calculation formula to determine the function value.
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三次样条插值函数的具体应用程序，主要应用于热敏电阻的温度和阻值之间的换算-Cubic spline interpolation function of the specific applications, mainly used in thermistor temperature and resistance of the conversion between
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三次样条插值，来自于数值分析方法一书
C Abstract: interpolate cubic spline profiles to given points.
C cubic splines are piecewise cubic polynomials fitting the data
C with continuous first and second derivatives at interior points
C and second derivatives set
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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)
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插值
拉格朗日插值
有理函数插值
三次样条插值
有序表的检索法
插值多项式
二元拉格朗日插值
双三次样条插值-Rational function interpolation Lagrange interpolation cubic spline interpolation order polynomial interpolation table binary search method Lagrange interpolation bicubic spline in
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其中包括牛顿插值算法，分段线性插值算法，Larange算法和三次样条插值算法的源程序。还包括插值算法的报告一份。-Including the Newton interpolation algorithm, piecewise linear interpolation algorithm, Larange algorithm and cubic spline interpolation algorithm of the source. The report also includes an int
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数值分析中常用的三次样条插值的函数，里面也包括了函数调用-Commonly used in numerical analysis of cubic spline interpolation function, which also includes a function call
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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
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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.
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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
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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
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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
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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
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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.
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大数据量中需找数据的统计规律，采用模拟退火算法，采用三次样条插值实现-Large amounts of data need to find the statistical regularities of the data, the use of simulated annealing algorithm, using cubic spline interpolation to achieve
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该程序是基于数值分析的计算的三次样条插值和最佳平方逼近，用c做的，有注释，代码简单，希望能对您有用-The program is based on the numerical analysis of the calculated cubic spline interpolation and best square approximation, with c do, Notes, code simple, hoping to be useful for you
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基于三次样条插值的基本原理，结合具体的事例，实现对于三次样条插值收敛性的判断。-Based on the basic principle of cubic spline interpolation, combined with concrete examples, to achieve convergence of judgment for interpolating cubic spline.
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用途：根据现有x-y系列，通过三次样条差值，得出对应X0系列的Y0系列-Purpose: Under the existing xy series by cubic spline difference, draw the corresponding series X0 Y0 series
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三次样条插值，数值计算，数值分析，优化方面-Cubic spline interpolation, numerical calculation, numerical analysis and optimization
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