Field:F3

This article is about a particular field, i.e., a field unique up to isomorphism. View a complete list of particular fields

Definition

This field, denoted $F_3$ or $GF(3)$, is the unique field of three elements. It can be defined as the ring of integers modulo $3$.

GAP implementation

The field can be defined using GAP's GF function as:

GF(3)

It can also be defined using GAP's ZmodnZ function as:

ZmodnZ(3)