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- commutative monoid 交换幺半群
- From here on out, the term "monoid" will be used. 此后就使用术语“幺半群”。
- To satisfy or engage in a commutative operation. 直接转换符合或从事交换操作
- The central notion in commutative algebra is that of a prime ideal. 交换代数中最核心的概念就是素理想。
- The groups of the solvable equations are commutative. 可解方程的群都是交换群。
- It should be clear that vector addition is commutative. 可清楚地看0剑0矢量加法满足对易律。
- Cochran theorem is extened over the non commutative Euclid ring with 1. 在有1的非交换Euckld环上拓广了Cochran定理
- Let R be a finite commutative local ring and K the residue field of R. 令R为有限交换局部环;K为其剩余类域;令|K|=q.
- Successive Adaptations are merged in a commutative and associative way. 通过一种可交换的相关联的方式来合并连续的适配操作。
- Overloaded operators are never assumed to be associative or commutative. 重载的运算符总不具有结合性或交换性。
- The minimal ideal of a commutative semigroup, when it exists, is a group. 交换半群的极小理想如果存在的话是个群。
- If R with semiprime centers, then nilradR=prime radR and they are commutative. 在具有半素中心的环中;素根与诣零根是相同的;且它们是可换的.
- Basic properties of the dense sub-semigroups in commutative groups are studied. 引入了可换群的稠密子群，并研究了它的基本性质。
- P regularity of the endomorphism monoid of lexicographic product of graphs is discussed. 刻划了具有P-正则自同态幺半群的二分图,讨论了字典序积图的自同态幺半群的P-正则性。
- Then ascertain the communications interface as well as commutative protocol. 然后确定通信接口以及交换协议。
- Commutative right is the product that the history develops certain level. 交换的权利是历史发展到一定阶段的产物。
- In this paper,the join of two trees with a regular monoid is explicitly described. 明确给出了具有正则自同态幺半群的两个树的联.
- Since the identity element of a monoid is unique, one can alternately define the identity function on M to be this identity element. 因为么半群的单位元是唯一的，可以以M上的单位元来替代其恒等函数的定义。
- Through three theorems, authors give the numbers of the left-invere elements and right-inverse elements of the elements in a transformation monoid or in a morphism set. 通过3个命题给出集上变换幺半群的元素的左逆和右逆的个数及任意一个映射的左、右逆映射的个数.
- In this paper, we introduce the concepts of fuzzifying infix codes and fuzzifying outfix codes on free monoid and discuss their elementary algebraic properties. 在自由幺半群上引进模糊化内缀码和模糊化外缀码的概念;并进一步讨论它们的基本代数性质.
