What is an inseparable number
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In field theory, a sub field of algebra, a separable extension is an algebraic field extension {\displaystyle E\supseteq F}E\supseteq F such that for every {\displaystyle \alpha \in E}\alpha \in E, the minimal polynomial of {\displaystyle \alpha }\alpha over F is a separable polynomial (i.e., its formal derivative is not zero; see below for other equivalent definitions).Otherwise, the extension is said to be inseparable.
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