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B样条曲线1
- B样条曲线1-B-spline curves 1!
二次B样条曲线
- 2次B样条曲线算法-2nd B-spline curve algorithm
B样条曲线
- b样条曲线（左键确定点，右键结束）-b-spline curve (Left determine point, right end)
121114122lu_bs_lsm
- B样条曲线曲面的生成与显示，用matlab实现-B-spline curve and surface generation and display, using matlab implementation
BSpline_interpolation
- B样条曲线的绘制和插值.MFC 中画图,很精确的实现 拟合数据点-B-spline curve rendering and interpolation. MFC in the drawing, it is precisely the realization of fitting data points
splinetest
- B样条曲线（B sample line）绘制程序。 画的非常好。-B-spline curve (B sample line) drawing program. Very good painting.
BLineExample
- B样条曲线的一个例子代码.// BLine.cpp : Defines the entry point for the application.-B-spline curve, an example of the code.// BLine.cpp: Defines the entry point for the application.
B_Spline
- B样条曲线的绘制 MFC VC++ 图形学实验-B-spline curve drawing MFC VC++ Graphics Experiment
DrawB_spline
- B样条曲线的绘制及动态调整，制出3次B样条曲线并可以动态调整-B-spline curve drawing and dynamic adjustment of the system out of 3 times B-spline curves and can be dynamically adjusted
BSPLine
- B样条曲线给出了一种方法，用具有 连续性的k-1次的多项式曲线对n个控制点集合进行拟合，B样条曲线允许任意阶连续。因此，在计算机图形学中优先选择B样条曲线来定义非常平滑的曲线。如果要通过任意数量的点生成满足C2或更高阶连续性的曲线，B样条曲线是一种较好的选择。-B-spline curve presents a method, the continuity of k-1 times on the n-polynomial curve fitting set of control points,
B样条曲线
- 用c语言编写的关于b样条曲线绘制的程序，大家可以参考参考
B样条曲线反求_OpenGL环境--数据点加入输出点列
- 三次非均匀B样条曲线反求:给定数据点列,反求控制点,节点向量,按照给定精度,等分参数区间,离散B样条曲线,输出离散点列,模拟真实曲线.此算法包括德布尔-考格斯算法,节点向量算法,反求控制点,以及节点插入技术.对搞图形学的朋友比较有参考作用.(Three non uniform B spline curve in reverse: given data points, reverse control points, node vector, according to the given preci
B样条曲线及法矢
- b样条曲线求解过程及其法矢方向的求取，上传共享一下(B spline curve solving process and its normal vector direction, and upload to share)
三次样条曲线拟和
- 三次样条曲线拟合类，可用于样条插值、拟合、预测等算法场合。(The Cubic Spline Interpolation class can be used for spline interpolation, fitting, prediction and other algorithms.)
MATLAB绘制B样条曲线
- 三种b样条曲线的绘制,beizer曲线、以及两种B样条曲线的绘制(draw Bezier Bspline)
利用de Boor算法绘制B样条曲线
- 运用计算机图形学的知识，采用4阶B样条基函数，节点向量取为[0,0,0,0,1/4,2/4,3/4,1,1,1,1] 先绘制控制多边形，再用分段直线段绘制B样条曲线(Using the knowledge of computer graphics, the 4 order B spline basis function is used, and the node vector is taken as [0,0,0,0,1/4,2/4,3/4,1,1,1,1]. First, draw
B样条曲线反求控制点(转)
- C++代码已通过编译,测试OK，计算机图形学必备知识!!!
B样条曲线曲面
- B样条曲线曲面B样条曲线曲面B样条曲线曲面B样条曲线曲面B样条曲线曲面B样条曲线曲面B样条曲线曲面
过控制点的三次B样条曲线
- 过控制点的三次B样条曲线，有使用说明在文件夹里(Through the control point of the three B-spline curve, there are instructions for use in the folder.)
b样条
- b样条曲线程序和gui界面，输入参数画出曲线(B-spline curve program and GUI interface, input parameters to draw the curve)