Elementary abelian group of prime-fourth order
This article is about a family of groups with a parameter that is prime. For any fixed value of the prime, we get a particular group.
View other such prime-parametrized groups
- It is the external direct product of four copies of the group of prime order.
- It is the additive group of the four-dimensional vector space over the field .
|Value of prime number||Value of||Elementary abelian group of order|
|2||16||elementary abelian group:E16|
|3||81||elementary abelian group:E81|
|5||625||elementary abelian group:E625|
The group can be constructed using the ElementaryAbelianGroup function as ElementaryAbelianGroup(p^4).