Category:Definitions/Primitive Elements of Cyclic Modulo Groups

This category contains definitions related to Primitive Elements of Cyclic Modulo Groups.
Related results can be found in Category:Primitive Elements of Cyclic Modulo Groups.

Let $p$ be a prime number.

Let $\Z'_p$ denote the cyclic multiplicative group of reduced residues of order $p - 1$.

Let $a$ be a generator of $\Z'_p$.

Then $a$ is known as a primitive element of $\Z'_p$.