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样条插值计算车门曲线-spline interpolation calculation door curve
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matlab各种插值算法应用实例,包括：拉格朗日插值、艾特肯插值法、牛顿插值法、 高斯插值法、 埃尔米特插值法、 分段埃尔米特插值法、样条插值、有理分式插值法、分片双线性插值、二元三点拉格朗日插值及分片双三次埃尔米特插值-a variety of interpolation algorithm matlab application examples include: Lagrange interpolation, Aitken interpolation, Newton interpolatio
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三次样条插值，加密等高线，使其变的更加平滑-Three spline interpolation, encryption, make its contour become more smooth
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Non-rigid image warping using Thin-plate spline interpolation
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计算三次样条插值函数-Calculation of cubic spline interpolation function
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实现离散数据的三次样条插值的java语言实现-Realize discrete data of the cubic spline interpolation of the java language
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C语言编写，用追赶法解三弯距方程来实现三次B样条插值。很有使用价值-C language, used to catch up with Method three bends away from the equation to achieve three B-spline interpolation. Very useful
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数值分析中的计算样条插值的matlab源程序。-Numerical analysis of the calculation of the spline interpolation matlab source.
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包括线性插值，二次插值，三次hermit插值，以及三弯矩法样条插值。-Including linear interpolation, quadratic interpolation,hermit interpolation,and spline interpolation.
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文本输入输出，实现数值计算的自然三次样条插值法-Text input and output, numerical calculation to achieve a natural cubic spline interpolation
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spline interpolation example. it approximate sp line using given points
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Cubic spline interpolation and low pass filter
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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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科学与工程计算中常用的插值算法：Aitken、Akima、Hermite、Lagrange、样条插值等。-Science and engineering computing interpolation algorithm commonly used: Aitken, Akima, Hermite, Lagrange, spline interpolation.
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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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Spline interpolation
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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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本程序是基于三种边界条件之一的样条插值算法，该算法调试通过，插值结果和实际结果间的误差相对较小。-This program is one of the three boundary conditions spline interpolation algorithm is debugged, interpolation results and the error between the actual results is relatively small.
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cubic spline interpolation
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