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  1. Field (mathematics)

    Linked via "multiplicative group"

    Properties of $\text{GF}(q)$
    The multiplicative group\ of any finite field $\text{GF}(q)$ is cyclic\, meaning it is generated by a single element. The order of this multiplicative group is $q-1$.
    | Field Order ($q$) | Prime Power ($p^k$) | Field Notation | Characteristic | Multiplicative Group Order |