1) monomial ideal
单项式理想
1.
Many important problems in polynomial rings can be reduced to the study of monomial ideals.
单纯复形是与单项式理想间存在着一一对应的关系,且单纯复形的链复形间的映射是边缘算子,根据这种算子,我们试图给出一种更广泛的微分算子来研究多元多项式理想,并且通过该算子将单项式理想的复形与同调的相关结论推广到多元多项式理想。
2) Polynomial ideal
多项式理想
1.
The notion of partitioned-parametric Grobner bases of a polynomial ideal with parameters is introduced and an algorithm for constructing the partitioned-parametric Grobner bases is given, the correctness and the termination of the algorithm are also proved.
对于含参数的多项式理想,提出了分区参数Grbner基的概念,并且给出了一个计算分区参数Grbner基的算法,证明了该算法的正确性和终止性。
2.
In this paper, a new method of testing Hamilton path is given in simple digraph, via Grbner basis and polynomial ideal, which is simple, efficient and can be easily realized by mathematic software, such as Maple.
通过应用多项式理想理论和Gr bner基方法 ,得出了判断简单图中是否存在哈密顿道路的一种新方法 ,该方法简单、易懂 ,且用数学软件Maple实施起来也非常容
3) irrational monomial expression
无理单项式
4) monomiality principle
单项式原理
5) prime polynomial ideal
素多项式理想
6) initial ideal
首项理想
1.
The article deals with the ideal conditions in semigroup and gets the result that the ideal ink[A] has finite initial ideal.
对半群代数k[A]中的理想的性质进行了研究,并得出k[A]中任意理想I仅有有限个首项理想。
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。