Category:Field of Integers Modulo Prime

From ProofWiki
Jump to navigation Jump to search

This category contains examples of Field of Integers Modulo Prime.

Let $p \in \Bbb P$ be a prime number.

Let $\Z_p$ be the set of integers modulo $p$.

Let $+_p$ and $\times_p$ denote addition modulo $p$ and multiplication modulo $p$ respectively.


The algebraic structure $\struct {\Z_p, +_p, \times_p}$ is the field of integers modulo $p$.

Pages in category "Field of Integers Modulo Prime"

This category contains only the following page.