| 1. | The error estimation of a rational cubic spline
带有界约束非凸二次规划问题的整体优化方法 |
| 2. | The convergence of cubic spline interpolation
三次样条插值的收敛性 |
| 3. | The application of cubic splines interpolation in the project fitting
三次样条插值在工程拟合中的应用 |
| 4. | The error analysis of double cubic spline function for rectangular ranges
均匀矩形区域下双三次样条函数的误差分析 |
| 5. | Surface modeling approach for free - form machining based on the cubic spline function
基于三次样条的离散点曲面构建算法 |
| 6. | Cubic spline interpolant in power exponent form under the first boundary condition
第一类边界条件下三次样条等距插指函数 |
| 7. | Simulation model of driving behavior based on the cubic spline nonparametric fitting regression
基于三次样条非参数拟合的驾驶行为仿真模型 |
| 8. | Usually , cubic splines are expressed by four polynomial coefficients of each cubic piece
摘要三次自然插值样条常用分段表示法，通过三弯距方程进行求解。 |
| 9. | Cubic spline functions polynomial are used directly to approximate the time - varying coefficients
利用三次样条基函数多项式逼近时变系数，将时变参数的佑计转化为定常参数的估计。 |
| 10. | Algorithm is improved by matlab simulation . cubic spline function is used for constructing joint trajectories of a certain path
确定机械臂的运动路径后,运用三次多项式对关节轨迹进行规划。 |
