我想你会调用一个幂等类型的构造函数。
目的研究幂等元半环簇的重要子簇（?）。
Aim To study the important subvarieties (?) M and (?) M of the variety of idempotent semirings.
首先利用弱理想，引入了弱全幂等环的概念。
The conception of weak completely idempotent rings is introduced.
讨论了一般符号模式矩阵的幂等性和广义逆。
I discuss idempotent, generalized inverses of general sign pattern matrix.
从设计的角度看，这也意味着消息处理的次数会幂等增加。
From a design standpoint this means that message processing has to be idempotent.
利用群核正规系讨论了纯正群的幂等元分离同余。
Then we study the idempotent-separating congruences on the orthogroups with group kernel normal systems and give it a simple rep.
本文主要研究加法幂等元满足置换等式的纯整半环。
This paper deals with orthodox semirings whose additive idempotents satisfy permutation identities.
正则半群上的同余是由其幂等元同余类所完全决定的。
The congruences on a regular semigroup is completely determined by its idempotent congruence classes.
左半正规纯正半群是幂等元集形成左半正规带的纯正半群。
A left seminormal orthodox semigroup is an orthodox semigroup whose idempotents form a left seminormal band.
刻画了弱逆半群s上的最大幂等元分离同余和最小群同余。
In this paper, the greatest idempotent separating congruence and the minimum group congruence on a weakly inverse semigroup s are characterized.
声明队列是幂等的——只有在它不存在的情况下才会被创建。
Declaring a queue is idempotent - it will only be created if it doesn't exist already.
每个子群精确的包含一个幂等元，也就是这个子群的单位元。
Each subgroup contains exactly one idempotent, namely the identity element of the subgroup.
第二个问题是以幂等方式处理序列消息，这样这些消息被执行一次，且一次。
A second problem was handling sequential messages in an idempotent fashion, such that they are executed once and only once.
如果所依赖服务的API是幂等的，那就意味着可以安全地对失败请求进行重试。
If the API of a dependent service is idempotent, that means it is safe to retry failed requests.
设R是一阿贝尔环（R的所有幂等元都在中心里），A是R上的一幂等阵。
Let R be an abelian ring ( all idempotents of R lie in the center of R), and A be an idempotent matrix over R.
这也就是为喵客户端必须优雅地处理重复响应，而RPC服务最好的幂等的。
That's why on the client we must handle the duplicate responses gracefully, and the RPC should ideally be idempotent.
如果请求不改变服务器状态只是取回数据(又称作幂等动作)则使用GET。
For requests that don't change the server state and only pull back data (this is called an idempotent action), use GET.
尽管不拥有这个属性的请求也可能是幂等的，但是XCAP不允许这样的请求。
Although a request can still be idempotent if it does not possess this property, XCAP does not permit such requests.
本文研究了幂等阵和对合阵的特性，并计算出有限域上幂等阵和对合阵的个数。
In this paper, author makes a study on the characteristics of idempotent matrix and involution matrix, and computes the number of idempotent matrices and involution matrices over finite field.
该模型具有数值可加型标准综合函数所具有的性质，即单调性、有界性和幂等性。
This model occupies some properties of additive standard synthesis function, namely, monotonic, limited and idempotent.
给出并证明了实幂等矩阵的九个等价条件，以及实对称幂等矩阵的一个等价条件。
Nine equivalent conditions of real idempotent matrix are given and proved, and one equivalent condition of real symmetric idempotent matrix is also given in this paper.
刻划了S-正则半群上的极大幂等元分离同余并给每个S-正则半群一个基本表示。
The maximum idempotent - separating congruence on a S - semigroup is characterized and a fundamental representation of a such semigroup is given.
本文证明在类空间存在一生成基，与投影算符或幂等元相反，它是各次幂不等的。
In this paper we showed that there is a generating basis in class space. It differs from the projection operators and idempotent for every power which is not equal to itself.
给出了布尔群代数半群中的幂等元、极大子群和正则元的结构以及幂等元和正则元的个数。
The structure of the idempotent elements, regular elements and maximal subgroups and the number of the idempotent elements and regular elements in Boolean group algebra are given.
本文证明了纯正么半群在其幂等元带上的局部化存在唯一，且证明了它是其最大群同态象。
This paper proves that the localization of an orthodox semigroup at the semilattice of idempotences exists and is unique which is the maximum group homomorphism image.
研究发现：其码长分布与同步字的移位对称数密切相关，具有连续和非2的整数次幂等特点；
It was found that the code length distribution was closely correlated with the shift symmetry properties of synchronized coding and was characterized by sequencing and non-integral power of 2.
研究发现：其码长分布与同步字的移位对称数密切相关，具有连续和非2的整数次幂等特点；
It was found that the code length distribution was closely correlated with the shift symmetry properties of synchronized coding and was characterized by sequencing and non-integral power of 2.
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