Is there an alternative (simplified) way to write $\mathbb Z/n\mathbb Z$ for the integers modulo $n$?
In the document I write, the integers modulo $n$ appear so often that the quotient notation becomes quite cumbersome. Unfortunately, the notation $\mathbb Z_p$ is already used for the $p$-adic integers, and I'd like to avoid it.
I know that I could choose whatever notation I like, but I think it is always best to use already existing notation in case it exists.
Note that also $\mathbb Z/(n)$ is in quotient notation, and I would like to avoid it.