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Derivative of an algebraic power series in positive characteristic

Let $p=\operatorname{char}(K)$. By minimality of $P$, if $R(f(T))$ was zero, then $R(X)=0$. Thus, $p$ divides the degree of each nonzero coefficient of $P(X)$, so $P$ is not separable. But the exte …
Emil Jeřábek's user avatar