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- where A is abelian group. 其中A是交换群。
- This paper proves that the localization A_A of a semigroup A at itself is the maximal abelian group homomorphism image of A. In this case, the image set of A is exactly the maximal camcellation semigroup image of A. 证明丰群A关于自身局部化A_A是其极大Abel群同态象,这时A的象集恰为A的极大可消半群象。
- The following results are proved : (1) Let L be transitive on V(G) and Abelian , then G has two disjoint maximal independent sets , and each contains a. vertices , (where a is the independence number of G) . 本文证明了下面的结果: 1.;设L在V(G)上可迁且为交换群;则G有两个不相交的极大独立点集。
- Knowing where a tool tip is at any time in a program can be very helpful. 随时知道刀尖在程序中的位置是非常有益的。
- Agreement where a company is appointed sole agent for a product in a market. 某一公司被指派在一市场独家销售某一产品代理的协议。
- A place in a routine where a branch is selected. 例行程序中选择分支的那个位置。
- A booth where a toll is collected. 收费亭征收费用的亭子
- An area where a battle is fought. 战场发生战争的区域
- Line A is four times the length of line B. 线条
- The normal exponential growth equation is y = eax where a is a constant, x is the time variable and y is the population measure. 正常指数增长方程是y = eax，其中a是常量，X是时间变量，y是人口量。
- Specifies the level where a trace switch is set. 指定设置跟踪开关的级别。
- This is where a bit of magic happens. 但Java以后，情况却发生了改观。
- This paper discuss the Hadamand Fischer inequlity of inverse M matrix,and present determinenb det(A+D) inequality,where A is a inverse M matrix,D is a noneqative diagonal matrix. 本文讨论了逆M矩阵的Hadamard -Fischer不等式 ,并给出了行列式det(A +D)的估计式 ,其中A为逆M矩阵 ,D为非负对角阵
- The third is the identity of G and Z/(?) , where G is a compact abelian group A=G and Z is the additive group of integers with discrete topology. 最后一个结果表明G与Z/A可视为同一,而其中的G是一个紧交换群,=G,Z是带有离散拓扑的整数加群。
- This is not where a Resto druid excels. 这不是纯恢复德所擅长的。
- We prove that if G is also an abelian group, then the group is amenable. 当 G是交换群时 ,给出一种证明其顺从的方法
- A subset S of a ring A is a subring of A. 环A的子集S叫作A的子环。
- ThePurpose of this note is to get a characteristic of finite Abelian group. 文章研究了具有某种性质的自同构的有限群，得出了这种群为Abelian群的一个充要条件。
- Some conditions were discussed , under which a group become an abelian group . 讨论在什么条件下 ;一个群可以成为交换群 .;首先讨论一般的群;然后讨论有限群
- A key or scale in which A is the tonic. A调音阶以A调为主音调的音键或音阶
