Element structure of general linear group of degree four over a finite field

This article discusses the element structure of the general linear group of degree four over a finite field.

We denote by $$q$$ the size of the field and by $$p$$ the prime number that is the characteristic of the field. $$q$$ is a prime power with underlying prime $$p$$.

Other linear groups of degree four

 * Element structure of special linear group of degree four over a finite field
 * Element structure of projective general linear group of degree four over a finite field
 * Element structure of projective special linear group of degree four over a finite field