1、Using Method of Monte-Carlo Plottes Bezier Curve
用Monte-Carlo法作Bézier曲線

2、The Filling of an N-Side Region with the Rational Bezier Surface
用有理Bezier曲面光滑填充N邊域

3、Added support for the thickness of the lines in the Bezier curve.
增加了對(duì)在貝塞爾曲線行厚度的支持。

4、The Third Expresses of the Derivative of a Rational Bezier Curve
有理Bezier曲線導(dǎo)矢的第三種形式

5、G~2 continuous cubic Bezier rational interpolation spline curve
G~2連續(xù)的保凸插值有理三次Bezier樣條曲線的構(gòu)造

6、A Compatible Condition for GC1 Bezier Surfaces Matching in Bi-directions
Bezier曲面雙向GC1連接的相容性條件

7、Generation of G1 Transition Surface with Rational Bezier Surface Patches
用有理Bezier曲面生成G~1過(guò)渡曲面

8、The number of items to render in the beam bezier curve.
貝塞爾曲線光束渲染的物體個(gè)數(shù)。

9、Adds a cubic bezier curve to the current figure.
將立方貝茲曲線加入至目前圖形。

10、Draws the successive bezier curves to the screen.
將連續(xù)的貝塞爾曲線繪制到屏幕。

11、The first bezier spline is drawn from the first point to the fourth point in the point array.
第一個(gè)貝塞爾樣條是從點(diǎn)數(shù)組中的第一個(gè)點(diǎn)到第四個(gè)點(diǎn)繪制成的。

12、We'll begin this project by learning about the Bezier node.
我們將首先對(duì)貝塞爾節(jié)點(diǎn)學(xué)習(xí)這個(gè)項(xiàng)目。

13、Bezier curve has good character, because it USES a sequnce of special basic function.
對(duì)于貝齊爾曲線，由于它采用一組獨(dú)特的基函數(shù)，所以它具有良好的優(yōu)良性質(zhì)。

14、How to: Create a Quadratic Bezier Curve.
如何：創(chuàng)建二次貝塞爾曲線。

15、A Study on the C~1 Combination of Bezier Surface Patches
關(guān)于Bezier曲面片C~1組合的研究

16、Instead, you can use the program to experiment with manipulating Bezier splines.
然而，你可以用這個(gè)程序試驗(yàn)操作貝塞爾曲線。

17、Draws a bezier spline defined by four ordered pairs of coordinates that represent points.
繪制由四個(gè)表示點(diǎn)的有序坐標(biāo)對(duì)定義的貝塞爾樣條。

18、Defines Bezier splines and identifies the classes needed to draw them.
定義貝茲曲線，并指出繪制這種形狀所需使用的類別。

19、The Bezier Patch on Convex Polygons
凸多邊形上的Bezier曲面片

20、THE APPLICATION OF BEZIER SURFACE IN HULL DESIGN
貝齊爾曲線及曲面在外形設(shè)計(jì)中應(yīng)用

21、A C￣1 construction of explicit triangular Bezier surface
顯式Bezier三角曲面的C~1構(gòu)造

22、Bezier curves can be used to judge selected, and the Bezier curve shows the rotation effects.
可以用來(lái)判斷貝賽爾曲線的選中，以及顯示貝賽爾曲線的旋轉(zhuǎn)效果等。

23、Convergence of Generalized Bezier Curve
廣義Bezier曲線的收斂性

24、The Bezier spline is always anchored at the two end points.
曲線總是錨定在兩個(gè)端點(diǎn)。

25、Bezier curve is split down into the Bezier curve approximation polygon.
貝賽爾曲線的拆分是指將貝賽爾曲線分解成逼近的多邊形。

Bezier翻譯