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bezier曲线
- 这是一个bezier曲线的程序代码-this is a program code of bezier curve
bezier
- 这是一个贝塞儿曲线的例子-this is a example of bezier curve
Bezier曲线曲面的实现
- 用OPENGL实现的,可以用来实现定点的Bezier曲线曲面的绘制.用VC环境加上OPENGL实现.非常方便!-use OpenGL, which can be used for the sentinel Bezier curve drawing. VC environment with OpenGL. Very convenient!
画Bezier曲线
- 利用Bezier曲线的基本公式与de Castlejau递推公式画出来Bezier曲线,编辑时需要BusinessSkinForm的支持。-use Bezier curves with the basic formula de Castlejau recursive formula drawn Bezier curves, editors need BusinessSkinForm support.
Bezier Curve Generator
- Bezier Curve 样条曲线生成-Bezier spline curve Curve Generation
Bezier Curves With1 Animation
- 用样条曲线实现动画-implement Animation use Bezier Curves
Bezier Curves...Screen Saver
- 一个bezier曲线的屏幕保存-a bezier curves screen preservation
delphi-Bezier
- 一个delphi实例,用于绘制Bezier曲线-a delphi examples for drawing Bezier curves
Bezier-CSharp
- 本程序是使用VisualC#编制的的Bezier曲线绘制程序。-use of this procedure is VisualC# establishment of the Bezier curve drawing program.
Bezier
- 贝塞尔曲线画板演示程序-bezier curve showing program
bezier
- Bezier曲线绘制,可以实现多种调解需求,交互能力很强。
Bezier
- VC++开发作Bezier曲线,原代码,可以比较简单轻松实现
bezier
- bezier曲线字库的实现,打开,放大。只提供简单操作,是mfc框架下的实现-bezier curve font implementation, open, enlarge. Only a simple operation, is the realization of the framework mfc
bezier-5
- 5次bezier曲线可以运行,已经经过尝试-5 bezier curve can run, has been tried
bezier
- 绘制n次Bezier曲线时,应可以输入控制点个数及控制点x,y坐标,输入数据可以放到文本文件中,以便调试。对于三次Bezier曲线,用多个曲线段拼接而成,并且要求曲线一阶导数连续。绘制Bezier曲面时,应可以输入控制多面体的顶点坐标与曲线的间距。-Bezier curve drawing n times, should be able to enter the number of control points and control points x, y coordinates, the i
Bezier曲面
- 帮助需要绘制Bezier曲面的朋友,高效简洁(Help friends who need to draw Bezier surfaces, efficient and simple)
Bezier Curve.c
- Bezier Curve implementation with cpp
Bezier
- 工程基于OpenGL库完成了对Bezier曲面的绘制(The project has completed the drawing of the Bezier surface based on the OpenGL Library)
bezier-surface-master
- 能够绘制Bezier曲面,用matlab实现的,很实用,(Can draw Bezier surface, matlab implementation, very practical,)
Bezier
- 对bezier函数性质的研究以及相关生成算法,(The study of the properties of Bezier function and the correlation generation algorithm,)