1) residue class group
剩余类群
1.
In conclusion,the entire subgroups of Euclidean transformation group can be divided into two kinds,one of them is isomorphs to residue class group module N,the other is isomorphs to dihedral group.
以不动点为线索来研究欧氏变换群的所有有限子群,得出欧氏变换群有两种有限子群,即同构于模n剩余类群和同构于二面体群的结论。
2) surplus of :class of group
群类的剩余
4) multiplicative group of residue class
剩余类乘法群
5) group of residue classes mod m
modm的剩余类群
6) remainder plus group of Mould N
模n剩余类加群
1.
The remainder plus group of Mould N represents the limited circulation group and plays a significant role in the theory of groups.
模n剩余类加群是有限循环群的代表,在群论中占有重要地位,本文具体地给出模n的剩余类加群的生成元及其个数、子群个数、自同构个数;还给出了模n剩余类环的可逆元及其个数、子环个数、零因子个数等问题的解决。
补充资料：剩余
多出来的；遗留下来的：剩余物资。
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