z*******e
发帖数: 24 | 1 Following are my concern:
For a finite set {S}, I need to find out another finite set {G} such that for
any
g_i \in {G} and s_j \in {S}, we have
g_i * s_j \in {G}.
Welcome any comments related on this topic. Thanks in advance. |
T*******x
发帖数: 8565 | 2
for
你要先给出"*"的定义，才算是一个清楚的问题吧？
否则你要找的是一整套东西。
但从形式上好像你要找的是“环”和“理想”什么的东西。
【在 z*******e 的大作中提到】
: Following are my concern:
: For a finite set {S}, I need to find out another finite set {G} such that for
: any
: g_i \in {G} and s_j \in {S}, we have
: g_i * s_j \in {G}.
: Welcome any comments related on this topic. Thanks in advance.
|
z*******e
发帖数: 24 | 3 Thanks for your help. Actually "*" depends on the definition of {S} and {G}.
Here
I assume "*" as the general multiple of matrix or permutation operation same
as that in permutation group.
Thanks again.
【在 T*******x 的大作中提到】
:
: for
: 你要先给出"*"的定义，才算是一个清楚的问题吧？
: 否则你要找的是一整套东西。
: 但从形式上好像你要找的是“环”和“理想”什么的东西。
|
