# Commutative ring detail

## Name: $\mathbb Z/(p^k)$, $p$ a prime, $k>1$

Description: Quotient ring of the integers (1) by an ideal $(n)$ where $n=p^k$ for some prime number $p$, natural number $k>1$.

Notes:

Keywords quotient ring

Reference(s):

• (Citation needed)

• This ring has the following properties:
The ring lacks the following properties:
We don't know if the ring has or lacks the following properties: