Cyclic 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

Definition

Let $p$ be a prime number. This group is defined as the cyclic group of order $p^{4}$.

In particular, it is a cyclic group of prime power order and a finite cyclic group.