1) cubic Lagrange interpolation
三次Lagrange插值
1.
In chapter one, the method based on cubic Lagrange interpolation associated with four equidistant nodes is presented.
第一章研究了基于等距节点下三次Lagrange插值的超收敛有限体积元方法。
3) Lagrange interpolation
Lagrange插值
1.
It can avoid the oscillation of Lagrange interpolation by using barycentric interpolation formulations and second kind of Chebyshev points as interpolating points.
将经典Lagrange插值改写为重心插值公式,配合切比雪夫点作为插值节点可以避免Lagrange插值的振荡性,有效地提高Lagrange插值的插值精度。
2.
The problem of Lagrange interpolation of polynomial space in space Rs is studied,and the construction of Lagrange interpolation polynomial in space R1 and space R2 is proposed.
研究空间Rs中多项式空间中的Lagrange插值问题。
3.
Based on pore water pressure of two kinds of special seepage conditions for infinite slope,unified safety factor formula has been established by applying effective stress principle and Lagrange interpolation method.
从两类特殊渗流条件下的孔隙水压力入手,应用有效应力原理和Lagrange插值方法建立了无限斜坡稳定性分析安全系数的统一形式,从而形成了完整的无限斜坡稳定性分析方法,通过工程实例对所建立的统一形式进行了验证。
4) Lagrange interpolate
Lagrange插值法
1.
Structure substation bus display formula with Lagrange interpolate;
用Lagrange插值法构造变电所母线拖放长度的公式
6) Lagrange trigonometric polynomial interpolation
Lagrange三角多项式插值
1.
Average error of Lagrange trigonometric polynomial interpolation on the Brownian bridge measure space
Lagrange三角多项式插值于布朗桥测度空间下的平均误差
补充资料：三次
1.三回。 2.指朝﹑野﹑市三处。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条