1) disintegration submonoid
离析子摹群
2) monoid
['mɔnɔid]
摹群
1.
It is known that the structure of an inverse monoid can be determined by the complete set of the Schützenberger-graphs of any presentation of this moniod, according to which, Ana Oliveira and Pedro V.
一个逆摹群的结构能够由其表示的Sch櫣tzenberger图的完全集确定。
2.
In this parer, the cardinalities of the (strong) endomorphism monoids of some basic graphs are determined, and actually all elements of these monoids are determined in the prove.
确定了一些基本图的〔强〕自同态摹群的基数，并在证明过程中实际上确定了这些摹群的全部元素，同时发现确定一些极其简单的图之自同态摹群却是极其困难的事情，有时甚至导致一些一般的组合难题。
3.
The free monoid and the free product of some monoids have been defined and their properties in the category theory are discussed.
给出了自由摹群和摹群自由积的定义以及它们的范畴性质，并利用同态方法研究了摹群自由积的性
3) GCD-monoids
GCD-摹群
1.
of semigroup rings is obtained under the condition that the rings are integral domains and commutative torsion-free and cancellative monoids are GCD-monoids.
在交换摹群S是唯一分解的条件下证明了在S中存在完全不可逆生成集,由此得到交换无挠可消摹群是GCD-摹群的条件下关于半群环的主理想升链条件的充要条件。
4) outlier analysis
离群分析
5) description operator
摹状算子
6) discrete subgroup
离散子群
1.
For a general discrete subgroup in .
对的一般离散子群，运用另一方法解决了范数级数收敛性的问题。
2.
These notes provide an introduction to some aspects of the analytic theory of automorphic forms on G=SL(R),or the upper half-plane X with respect to a discrete subgroupΓ of G of finite covolume.
本讲义是关于自守形式解析理论的导论，这些自守形式定义在上半平面上，对应的群是Ｇ＝ＳＬ２（Ｒ）或是Ｇ的具有有限余维数的离散子群Γ。
补充资料：翻摹
1.依原样摹写。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条