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B-splineapproachforempiricalmodedecompositions
- EMD的一种插值算法的文章，研究EMD算法改进的朋友可以看一下这个B-样条插值算法-a interpolation algorithm article, Improved algorithm research EMD friends can look at the B-spline interpolation algorithm
CAGD-B
- 利用C++解决CAGD中的连续的三次B样条插值问题
B
- B样条曲线和三次B样条插值的相关知识不完全总结
spine
- 样条类的C++,该类包括三次样条的插值,拟合和B样条的插值,拟和等功能 。自己编写的简单适用的函数，粘上即可用。-Spline type of C++, Such including the cubic spline interpolation, fitting and B-spline interpolation, to be and functions. I have written a simple application of
B-SPLINE
- 二次或三次B样条函数插值函数vc++实现-Secondary or three B-spline function interpolation function vc++ Realize
Cspline
- 这是一个三次样条插值的.m程序 输入的是一个二维数组A(Nx2) 插值方法为: S(x) = A(J) + B(J)*( x - x(J) ) + C(J)*( x - x(J) )**2 +D(J) * ( x - x(J) )**3 for x(J) <= x < x(J + 1) -This is a cubic spline interpolation. M program input is a two
BSpline
- 三次四阶b样条插值算法（Deboor算法）的mfc程序实现-Three fourth-order b-spline interpolation algorithm (Deboor algorithm) of mfc program
Raw
- 本程序能够实现RAW文件和BMP图像的均衡化处理，RAW文件转化为BMP，图像缩放（最近邻差值方式、双线性插值、三次B样条插值），两幅图像的相似度比较-This procedure can be achieved RAW image files and BMP balanced treatment, RAW files into BMP, image scaling (the margin nearest neighbor approa
analysis2
- 数值分析B计算实习作业二：分别用分段线性插值、分段二次多项式插值、 分段三次多项式插值和三次样条插值对所给的数据进行细化 -Numerical Analysis of B calculated internship operation II: piecewise linear interpolation, respectively, sub-quadratic polynomial interpolation, sub-cubi
Spline
- 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
TreeSpline
- 三次样条插值，B曲线等都是根据已知样点，用不同方法拟和曲线、曲面。-Cubic spline interpolation, B curves are the basis of known samples, using different methods of curve fitting, surface.
BSpline
- 海量散乱数据重构的小程序，采用B样条插值和分层B样条算法，对B样条算法进行了封装，最后OPENGL显示重构的网格数据。可用于人脸海量数据重构及地形重构。需先载入数据。数据格式可参考代码内格式。-Massive small scattered data reconstruction procedures, the use of B-spline interpolation and hierarchical B-spline algorit
chazhi
- Language 求已知数据点的拉格朗日插值多项式 Atken 求已知数据点的艾特肯插值多项式 Newton 求已知数据点的均差形式的牛顿插值多项式 Newtonforward 求已知数据点的前向牛顿差分插值多项式 Newtonback 求已知数据点的后向牛顿差分插值多项式 Gauss 求已知数据点的高斯插值多项式 Hermite 求已知数据点的埃尔米特插值多项式 SubHermite 求已知数据点的分段
CBI_1
- 均匀三次B样条曲线插值，给定若干点求出曲线(Uniform three times B spline curve interpolation, given a number of points to find the curve)
myselfB
- 通过四重节点办法算出控制点坐标，根据控制点拟合通过型值点的3次B样条曲线(The coordinate of control points is calculated by four nodes method, and the 3 B spline curve of the control point is fitted through the value point of the type)
B1calculate
- （B样条插值函数）用于计算一阶b样条函数的子函数程序。(calculate the b-spline function)
B-spline
- 均匀三次B样条曲线插值，定义插值函数，B样条拟合三维曲面(Interpolation of B spline curves)
反算NURBS曲线插值控制点并计算NURBS插值曲线
- 对于给定的数个离散数据点，使用3次NURBS（非均匀有理B样条曲线）进行插值拟合。该算法程序能够反算出NURBS曲线控制点并绘制经过给定离散点的插值曲线。(For a given number of discrete data points, the 3 NURBS (nonuniform rational B spline curve) is used for interpolation fitting. The algorithm
NURBS插值插补
- 实现非均匀有理B样条曲线（NURBS）插值插补功能(Realization of interpolation interpolation function of NURBS curve)
B spline
- B样条拟合程序，用于多点拟合，拟合情况较好，不是插值(B spline fitting procedures for multi-point fitting, better fitting, not interpolation.)