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- We discussed the relation between commutative semiring and fractional s emiring,then we characterized the universal property of fractional semiring. 讨论了交换半环与其分式半环之间的关系,刻划了分式半环的泛性质。
- A Property of Matrices Over a Commutative Semiring 交换半环上矩阵的一个性质
- antinegative commutative semiring 非负交换半环
- commutative semiring 交换半环
- To satisfy or engage in a commutative operation. 直接转换符合或从事交换操作
- Ceiba insignis (Kunth) Gibbs et Semir. 美丽异木棉
- 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。
- The concept and the universal property of fractional semiring are given. 给出了分式半环的概念和泛性质.
- It is said that the server, Tecent, and Semir had deleted the advertisement . 据说，腾迅和森马不再播放那个广告了。
- 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。
- 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。
