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- 非均匀B样条曲线non-uniform B - spline curve
- 利用三次非均匀B样条曲线设计光顺凸轮廓线 ,使加速度曲线光滑 ,廓线便于控制和修正。Using cubic non-uniform B-spline curve to design and fair cam profile could let the acceleration curve be smoother and the profile be controlled and modified more conveniently.
- 用非均匀B样条曲线优化设计凸轮廓线Optimal design of cam profile by means of non-uniform B-spline curve
- 迭代线性最近点参数非均匀B样条曲线拟合Curve Fitting of B-spline with Asymmetry Parameters at Iterative Liner Closest Point
- 三次非均匀B样条曲线three order non-uniform B-Spline
- 基于非均匀B样条曲面的DTM内插模型DTM interpolation model based on non-uniform B-splines
- 均匀B样条uniform B-spline
- Boehm算法和Oslo算法是B样条曲线节点插入的经典算法,本文将该算法推广到了B样条曲面上.Boehm and Oslo algorithms are the classical algorithms for inserting knots into B-spline curves. In this paper these algorithms are extented to B-spline surface.
- 均匀B-样条uniform B-spline
- 三次B样条曲线cubic B-spline curves
- 非均匀有理样条NURBS
- 广义B样条曲线generalized B-splines curve
- 准均匀B样条quasi-uniform B-spline
- 二次B样条曲线B-spline curve
- 均匀B样条函数uniform B-spline function
- 3次B样条曲线Cubic B-spline Curve
- 非均匀的有理B样条non-uniform rational B-spline(NURBS)
- B样条曲线和曲面B-spline curved line and curved surface
- 多形状参数的均匀B样条uniform B-spline curve with multiple shape parameters
- 四次C-B样条曲线quartic C-B spline curve
