| 1. | 9 greiner g , seidel h p . modeling with triangular b - splines
这也直接影响了三角b样条曲面的视觉效果。 |
| 2. | Chapter 3 introduces b - spline smoothed rejection sampling method
第3章提出了b样条光滑拒绝抽样方法。 |
| 3. | ( 2 ) a fast direct point - by - point generating algorithm for b spline curve
B样条曲线的快速生成算法研究。 |
| 4. | ( 3 ) a fast direct integer algorithm for rasterizing rational 5 spline curve
有理b样条曲线的快速生成算法研究。 |
| 5. | 14 rattarangsi a , chin r t . scale - based detection of corners of planar curves
第二，使用耦合的非均匀有理b样条表示任意图形畸变。 |
| 6. | Secondly , an improved approach for fairing of bi - cubic b - spline surface is presented
提出了一种改进的双三次b样条曲面光顺方法。 |
| 7. | In proc . geometric modeling and processing gmp 04 , beijing , china , 2004 , pp . 279 - 290
同时，该方法适用于平面，球面和流形上的三角b样条。 |
| 8. | However , the quadratic curve is only c ? continuous , while the cubic ' s is c1 continuous
还给出球面上等距节点二次和三次b样条曲线的插值方法。 |
| 9. | Finally , a discrete g 1 continuous b - spline surface is generated by a surface fitting algorithm
最后，通过曲面拟合算法得到离散g 1连续的b样条曲面。 |
| 10. | The weakness of interpolation method relative to approximation method is analyzed from viewpoint of practicability
在逼近算法中，使用了准均匀有理b样条方法。 |
