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算法2三次样条插值
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Category :
matlab
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Update : 2018-11-18
Size : 486kb
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Author :
feng****
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Introduction - If you have any usage issues, please Google them yourself
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n the MATLAB, we implement three spline interpolation under three boundary conditions, taking Runge function as an example.
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Filename
Size
Update
算法2三次样条插值\三次样条插值的Matlab实现(自然边界和第一边界条件).docx
16724
2018-10-31
算法2三次样条插值\三次样条插值算法详解.ppt
1157120
2018-10-31
算法2三次样条插值\算法2三次样条插值(三种边界条件)\cubicspline1.m
1644
2018-11-01
算法2三次样条插值\算法2三次样条插值(三种边界条件)\cubicspline2.m
1713
2018-11-01
算法2三次样条插值\算法2三次样条插值(三种边界条件)\cubicspline3.m
1625
2018-11-01
算法2三次样条插值\算法2三次样条插值(三种边界条件)\正弦函数(周期边界条件).jpg
14688
2018-11-01
算法2三次样条插值\算法2三次样条插值(三种边界条件)\龙格函数(固支边界条件).jpg
15959
2018-11-01
算法2三次样条插值\算法2三次样条插值(三种边界条件)\龙格函数(简支边界条件).jpg
15951
2018-11-01
算法2三次样条插值\算法2三次样条插值(三种边界条件)
0
2018-11-01
算法2三次样条插值
0
2018-11-01
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