1) supermodular
超级模数
3) super number
超级数
1.
The conclusion is drawn that, if integer numbers a_1,a_2,Λ,a_m are different from one anther, even integer numbers (b_j,c_j)(j=1,2,Λ,n) are different from one anther and c_j≠0(j=1,2,Λ,n),then polynomial f(x) has and only has m~2+2mn different super number roots, by the method of exactly divisible and congruence.
用数论中同余和整除的方法证明了:如果a1,a2,Λ,am为互不相同的整数,而(bj,cj)(j=1,2,Λ,n)为互不相同的整数对,且cj≠0(j=1,2,Λ,n),则多项式f(x)在超级数环内有且仅有m2+2mn个根。
2.
On the general knowledge of “numbers of ending with 0、 1、 5、 6 will still end with themselves after being squared”, this paper studies self-existing numbers, super numbers and closely connects them with equation x 2=x which results in spreading the conclusion of the previous paper.
从“以数字 0、 1、 5、 6为结尾的数 ,平方后仍以这些数字为其结尾”这一常识出发 ,研究自生数、超级数 同时还与方程x2 =x紧密联系起来 ,从而推广了文 [1]的结
4) hyperspherical series
超球级数
1.
Completely normal growth of hyperspherical series;
超球级数的完全正规增长性质
5) hyper Dirichlet series
超Dirichlet级数
1.
The necessary and sufficient conditions are given for the existence of an entire function whose coefficients are dominated by an appropriate function,being not identically to zero,bounded in a horizontal strip and to be able represented by hyper Dirichlet series.
对一个系数满足一给定增长条件且在一固定水平带形有界,恒不为零的具有超Dirichlet级数表示的整函数的存在性,给出了充要条件。
6) hypergeometric series
超比级数
补充资料：超级
1.谓越级擢升。 2.跨越阶蹬。 3.特别;超出一般等级的。
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