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Totally ramified p-extension over $F_q((X))$
Sorry, I shouldn't have written so many $X$...
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Totally ramified p-extension over $F_q((X))$
Dear Dalawat, thanks for your answer. So in this case, the different of a totally ramified p-extension can be arbitarily small, (I guess it doesn't happen in the mixed character case, say, $\mathbf{Z}_p$ ), and the smaller it becomes, (or the corresponding \textbf{level} grows?), this extension is more close to an inseparable extension?
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