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theorem:intersection_of_subgroups_is_a_subgroup

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theorem:intersection_of_subgroups_is_a_subgroup [2013/08/21 09:43]
joshuawiscons created
theorem:intersection_of_subgroups_is_a_subgroup [2013/08/22 16:09] (current)
bmwoodruff [External links]
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 ====== Intersection Of Subgroups Is A Subgroup ====== ====== Intersection Of Subgroups Is A Subgroup ======
 ====Theorem====  ====Theorem==== 
-If $G$ is a group, then the intersection of any collection of subgroups of $G$ is also subgroup.+If $G$ is a [[definition:group]], then the intersection of any collection of [[definition:subgroup|subgroups]] of $G$ is also [[definition:subgroup]].
  
  
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 ---- ----
 ==== External links ==== ==== External links ====
-  * Give links to external sources.+  * None.
  
-{{tag>theorem}}+{{tag>theorem needsreview rjosh rben ben}}
theorem/intersection_of_subgroups_is_a_subgroup.1377092627.txt.gz ยท Last modified: 2013/08/21 09:43 by joshuawiscons