Definition 9.12.6. Let $F$ be a field. Let $P$ be an irreducible polynomial over $F$. The separable degree of $P$ is the cardinality of the set of roots of $P$ in any algebraic closure of $F$ (see discussion above). Notation $\deg _ s(P)$.
Definition 9.12.6. Let $F$ be a field. Let $P$ be an irreducible polynomial over $F$. The separable degree of $P$ is the cardinality of the set of roots of $P$ in any algebraic closure of $F$ (see discussion above). Notation $\deg _ s(P)$.
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