On a Result of James Ax
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S.K. Khanduja
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Article
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1995
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Elsevier Science
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English
β 182 KB
James Ax has proved that when \((K, V)\) is a Henselian rank one valued field which is perfect of characteristic not zero, then to each \(\alpha\) in the algebraic closure \(\bar{K}\) of \(K\) there corresponds an element \(a \in K\) such that \(\bar{V}(\alpha-a) \geq \Delta(\alpha)\), where \(\Delt