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- The Connection of Cubic Bezier Curves & Surfaces 三次Bezier曲线及曲面的连接
- In addition to procedures to achieve cubic Bezier curve drawing, but also realized the point, line, round mapping, can be used as learning computer graphics algorithm reference. 程序除实现三次Bezier曲线的绘制，还实现了点，直线，圆的绘制，可做为学习计算机图形算法的参考。
- A quadratic or cubic Bezier curve 二次或三次贝式曲线
- A New Fast Algorithm for Drawing Cubic Bezier Curve 三次Bezier曲线绘制的一种新的快速算法
- cubic Bezier curves 三次Bezier曲线
- An Improved Geometric Model and Its Realization for Multiple Cubic Bezier Curve Interpolation 多段三次 Bezier 曲线插值几何模型的改进及实现
- Bezier curves have been widely applied to CAGD,and deeper study has been made. Bezier曲线已广泛应用在CAGD上,其理论研究也更加深入。
- As with Bezier curves, clever placement of CVs can restore continuity. 就像用贝赛曲线，如果巧妙的布置CV的位置，那么连续性将被恢复。
- cubic Bezier curve 三次Bezier曲线
- rational cubic Bezier curve 有理三次Bézier曲线
- The main use of the Bezier curve algorithm. 主要运用了Bezier曲线算法.;-This is a short picture screen saver
- A basic knowledge on how to use the pen tool and how to draw bezier curves is needed to get started with this tutorial. 在开始之前，你要有使用钢笔工具的基础知识，懂得如何绘制贝塞尔曲线。
- Non-Uniform curves allow, among other things, the presence of multi-knots, which are needed to represent Bezier curves. 非均匀曲线允许（其它东西之一(我也没看懂)）多重结点的存在，这是模拟贝赛曲线所必需的。
- Non-Uniform refers to the parameterization of the curve. Non-Uniform curves allow, among other things, the presence of multi-knots, which are needed to represent Bezier curves. 非均匀指曲线的参数化法。非均匀曲线允许（其它东西之一(我也没看懂)）多重结点的存在，这是模拟贝赛曲线所必需的。
- It is not hard to conclude that the BBC representation of curves and surfaces is the extensive form of Bezier curves and surfaces. 6）基于BSC和BBC理论的曲线曲面的重新参数化方法以及相应的重新参数化方法在曲线曲面求交处理中的应用，这是本文的重点内容之五。
- The geometric model was mainly composed of two Bezier curves that can be further developed into Bezier surfaces for 3-dimensional model. 我们首先是以两个贝氏曲线来描述叶形，再进一步将平面的模型立体化，重建成贝氏曲面立体叶片模型。
- Odds are, if you've ever used a graphics program you are already familiar with Bezier curves, perhaps not by that name though. 奇怪的是，如果你用过一个图形程序，你就已经熟悉了贝塞尔曲线，也许你接触的是另外的名称。
- For the other four leaf shapes - spathulate, denta-spathulate, cello-shaped and deltoid - more segments of Bezier curves were necessary for a good fitting. 对于三角形、匙形、齿匙形、提琴形等四种叶形来说，其误差较大，这些类型的叶片宜以多段的贝氏曲线进行几何模拟，以准确地逼近实际的叶片形状。
- Bezier curves are used in computer graphics to produce curves which appear reasonably smooth at all scales (as opposed to polygonal lines, which will not scale nicely). 在计算机制图中，贝斯曲线以适当比例来恰当表示光滑的曲线。
- Kouh, J.S. and Chau, S.W., 1990.09, "Design and Representation of Hull Form Using RationalCubic Bezier Curves", International Symposium on CFD AND IN SHIP DESIGN, Wageningen, The Netherlands. 郭真祥;张博超;吴东明;1989.;11;"船舶初步设计经济性最适化之研究";第二届中国造船暨轮机工程研讨会
