1) covering polynomial
覆盖多项式
1.
Kassami has used the concept of covering polynomials to demonstrate modified error-trapping decoders for several binary cyclic codes not satisfying R <1/t.
嵩钟雄运用覆盖多项式的概念得出了传码率不满足Ｒ＜１／ｔ的二进制循环码的改进捕错译码方法。
2) Clar covering polynomial
Clar覆盖多项式
1.
An explicit expression was discussed for the Clar covering polynomial of a class of benzenoid system.
给出了一类苯系统的Clar覆盖多项式的表达式,并由此给出了它们的Clar和Kekule结构的数目。
2.
The transfer-matrix expressions of the independent set polynomial and the Clar covering polynomial of some graphs are given here.
本文利用转移矩阵方法分别给出了某些图类的独立集多项式和一类六角系统的Clar覆盖多项式的转移矩阵表示。
3) covering monomial
覆盖单项式
4) Laguerre polynomial
拉盖尔多项式
1.
The two methods,both based on the method of moment, are implicit marching-on-in-time(MOT) method and marching-on-in-degree(MOD) method which based on the Laguerre polynomial.
针对时域电场积分方程存在的晚时震荡问题,分析比较了当前通用的隐式时间步进算法和基于拉盖尔多项式的阶数步进算法,计算了任意形状的三维导体、介质目标的时域电磁散射。
5) laguerre polynomials
拉盖尔多项式
1.
with the nature of the radial function of the hydrogen atom and the nature of the laguerre polynomials,the article deduced the formula that used to compute the average value of integer power (r~n) of the radial distance of the hydrogen atom-r.
利用氢原子径向波函数和拉盖尔多项式的性质,导出了计算氢原子径向距离r的任意整数次的平均值公式。
6) Gegenbauer polynomials
盖根堡多项式
1.
Some identities of sum of products of Bernoulli-Gegenbauer polynomials are obtained by using primary methods.
利用初等方法给出了一类包含贝努利多项式与盖根堡多项式乘积和的恒等式及推论。
补充资料：多项式乘多项式法则
Image:1173836820929048.jpg
多项式乘多项式法则
先用一个多项式的每一项乘以另一个多项式的每一项，再把所得的积相加。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。