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Problem 56 (The Center Of Group Is A Subgroup)
Prove that the center $Z(G)$ of a group $G$ is a subgroup of $G$. If $G$ is Abelian, then what is $Z(G)$?
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- Problem.TheCenterOfGroupIsASubgroup
- Schedule.20161014
- Schedule.20161017
- Schedule.20161019
- Schedule.20161021
- Schedule.20161024
- Schedule.20171013
- Schedule.20171016
- Schedule.20171020
- Schedule.20171023
- Schedule.20171025
- Schedule.20171027
- Schedule.AllProblems
- Solution.TheCenterOfGroupIsASubgroupBen
- Solution.TheCenterOfGroupIsASubgroupJason