From what I understand, when speaking of a Galois field $\operatorname{GF}(p^k)$, $p$ is called the characteristic of the field, and $p^k$ is the order. Does $k$ have a name by itself?
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2None, as far as I know, except it's the degree $[\mathbf{GF}(p^k):\mathbf{GF}(p)]$. – Bernard Jun 26 '15 at 19:08
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It's the degree of the extension, that is, $GF(p^k)$ as an extension of $GF(p)$ of degree $k$.
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