cubic spline interpolation meaning in English
三次样条插值/三次样条内插
Examples
- The convergence of cubic spline interpolation
三次样条插值的收敛性 - 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 - Three imaging methods are introduced : range - doppler imaging , projection tomography imaging , polar - doppler imaging . several interpolation methods are introduced , and their simulation results are compared , and cubic spline interpolation is proved to be the best
介绍了最基本的三种成像方法：直角坐标距离-多普勒成像、投影层析成像和极坐标距离-多普勒成像。 - A new nn is presented and put into modeling work for the test . the empirical test indicates this kind of nn can perform excellent than traditional modeling methods such as linear interpolation , cubic spline interpolation
把这种网络用在智能金免疫层析试条定量测试系统数学模型的建立中，将其结果与传统插值法如线性插值、三次样条插值法的建模结果相比，效果较好。 - The tsf method combines efficiently llsf and tri - cubic spline interpolation , learns from others " strong points to offset one ' s weaknesses , so has rapidity and high accuracy of computation and is suitable for contour surface drawing in real - time . 3
该方法综合多元样条拟合法与局部加权最小二乘法，扬长避短，不仅保证了逼近精度，提高了计算速度，而且加密计算的结果可直接应用于等位面的实时显示。