1) quasi-interpolants
拟中插式
1.
Recently Müller introduced the left Gamma quasi-interpolants and obtainedan approximation equivalence theorem with ω2rφ(f,t)p.
为了得到更快的逼近速度,引入了某些著名算子的拟中插式。
2) interpolating polynomial fit
插值多项式拟合
3) quasi-Grünwald interpolatory
拟Grünwald插值多项式
1.
An estimate is obtained for weighted Ba,φ convergence rate of a kind of quasi-Grünwald interpolatory polynomials G*n(f,x),which is based on the zero points of Chebyshev polynomials of the second kind.
给出了以第2类Chebyshev多项式的零点为插值结点组的拟Grünwald插值多项式Gn*(f,x)在Ba,φ空间中收敛速度的估计。
4) infix expression
插入[中缀]表达式
5) quasi-Hermite-Fejer interpolation polynomials
拟Hermite-Fejer插值多项式
1.
The weakly asymptoticly order for the average error of the quasi-Hermite-Fejer interpolation polynomials based on the zeros of Tchebycheff polynomials of the second kind in the Wiener space is obtained.
得到了以第二类Tchebycheff多项式的零点为插值结点组的拟Hermite-Fejer插值多项式在Wiener空间下平均误差的弱渐近阶。
6) quasi-Grnwald interpolatory polynomials
拟Grnwald插值多项式
1.
This paper obtains an upper bound for the rate of weighted Lp convergence of a kind of quasi-Grnwald interpolatory polynomials based on the zeros of Chebyshev polynomials of the second kind and this bound is shown to be exact in the sense of weak asymptotic order.
给出了以第二类Chebyshev多项式的零点为插值结点组的一种拟Grnwald插值多项式在加权Lp范数下收敛速度的一个估计,并证明了其在弱渐近阶的意义下是精确的。
补充资料：插插
1.犹喳喳。低语声。
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