Category:Subrings of Integers are Sets of Integer Multiples

This category contains pages concerning Subrings of Integers are Sets of Integer Multiples:

Let $\struct {\Z, +, \times}$ be the integral domain of integers.

The subrings of $\struct {\Z, +, \times}$ are the rings of integer multiples:

$\struct {n \Z, +, \times}$

where $n \in \Z: n \ge 0$.

There are no other subrings of $\struct {\Z, +, \times}$ but these.