1) cardinal spline-on-spline
叠基样条
1.
In this paper,A simply method for calculating coefficient of Asymptotic expansion form of even cardinal spline-on-spline interpolation is obtained by taking advantage of difference quotient expression methods of complex functions,and the recurrence formula of Asymptotic expansion form coefficient of twice and quadrtic cardinal spline-on-spine interpolation is resolved.
利用复变函数关于差商的表示法得出了偶次叠基样条插值误差的渐近展开式系数的简易计算法 ,并利用算符运算法给出了叠二次、叠四次基样条渐近展开式系数的递推公式。
2) spline-on-spline
叠样条
1.
In this paper,we obtained a numerical integration formula for smooth function using the quintic spline-on-spline technique.
基于五次叠样条本文获得了一个光滑函数的数值积分公式，它的精度比使用单一五次样条获得的数值积分公式要高二阶，它的误差约为复化梯形公式三次外推结果误差的１／２８６。
2.
In this paper, we construct k spline-on-spline for approxi-mating f_(x)~(h)(k=1,2,3)on a uniform partition of I=[a,b]withknots x_i=ih+a i=0(1)n It is proved that the spline-on-spline S_(x)~(H)can uniformly approximate f_(x)~(h)k=1,2,3 within error bounds O(h~6).
讨论了三重叠五次样条插值,证明了在等距剖分下,五次样条及其叠样条均以h~6的精度分别逼近f(x)和f'(x),f"(x),f'"(x)。
3) generalized spline-on-spline
广义叠样条
4) Mutiple Bicubic Spline-on-spline
双三次叠样条
5) generalized quadratic spline-on-spline
广义二次叠样条
6) B spline
B样条基
1.
In The uniform B spline with shape parameter of seven order is given.
给出了带形状参数的七阶均匀B样条基函数,使七阶均匀B样条基函数是它的一个特例。
2.
In this paper the uniform B Spline with shape parameter of five degree was given,of which the uniform B Spline of five degree is a special example.
给出了五阶带形状参数的均匀B样条基函数 ,使五阶均匀B样条基函数成为它的一个特例 。
3.
Gives the uniform B spline with shape parameter of six order.
给出了带形状参数的六阶均匀B样条基函数;使六阶均匀B样条基函数成为它的一个特例。
补充资料：3,3'-二甲氧基-4,4'-二叠氮基联苯酚
CAS：43101-09-3
中文名称：3,3'-二甲氧基-4,4'-二叠氮基联苯酚
英文名称：(3,3'-Dimethoxy-4,4'-diazido)bi-phenol
中文名称：3,3'-二甲氧基-4,4'-二叠氮基联苯酚
英文名称：(3,3'-Dimethoxy-4,4'-diazido)bi-phenol
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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