prime divisor

prime divisor的基本解释

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素除子

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素因子

与prime divisor相关的网络例句 [注：此内容来源于网络，仅供参考]

Here, it is a compact way of saying that the function should return 0 if count is a divisor or prime, or 1 otherwise.

这里，是一个简洁的说明函数应该返回0如果值是一个参数或者除数或者是1，否则的话。

Using the elementary methods, we studied the hybrid mean value involving Smarandache function and the least prime divisor function, and gave an asymptotic formula.

用初等的方法研究了一个Smarandache函数与最小素因子的均值，并得到一个渐近公式。

We establish a relation between μ and the stucture of the group G, and obtain the lower bound of the ratio by the mininal prime divisor of the order and commutator of the group G, and give a necessary and sufficient condition under which this lower bound is attained.

第一部分，记有限群G的阶与不可约特征标个数的比值为μ，我们研究了一般的非交换有限群G的结构和μ之间的关系，通过群G的阶的最小素因子和换位子群G′的最小素因子得到了μ的一个下界，同时给出了达到下界的一个充分必要条件。

In § 1, we give main definitions and basic results that are needed in the paper. In § 2, we determine the structures of somegroups by using s-normality of Sylow subgroups and the maximal subgroups of Sylow subgroups. There are the main theorems that 1 Let G be a finite group and P be a Sylow p-subgroup of G where p is a prime divisor of |G|.

我们在§1中将给出本文所需的主要概念和基本结果，在§2中讨论Sylow子群、Sylow子群的极大子群的s-正规性对群的结构的影响，主要结果是1设G为有限群，p为|G|的素因子，P为G的Sylow p-子群。

Subgroup H of G is said to be π-quasinormally embedded in G, if for each prime divisor p of the order of H, a Sylow p-subgroup of H is also a Sylow p-subgroup of some π-quasinormal subgroup of G.

bstract 设G是有限群，称G的子群H在G中π-拟正规嵌入，如果对于{H}的每个素因子p， H的Sylow p-子群也是G的某个π-拟正规子群的Sylow p-子群。

与prime divisor相关的网络解释 [注：此内容来源于网络，仅供参考]

prime divisor：素因子

prime conjunction 素连接 | prime divisor 素因子 | prime dual ideal 素对偶理想

prime divisor：素除子

素 3-流形|prime 3-manifold | 素除子|prime divisor | 素端|prime ends

prime divisor：质因子

起始方向 prime direction | 质因子 prime divisor | 质元(素) prime element

prime divisor：质除 , 质因

prime decomposition 质 分解 | prime divisor 质除 , 质因 | prime factor 质因 ,素因

embedded prime divisor：嵌入素除子

neptunist [地质]岩石水成论者 | embedded prime divisor 嵌入素除子 | pronumeral [数]变元,变项,未知数