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On the quantifier complexity of definable canonical henselian valuations

Published 25 Nov 2014 in math.LO | (1411.6844v1)

Abstract: We discuss definability in the language of rings without parameters of the unique canonical henselian valuation of a field. We show that in most cases where the canonical henselian valuation is definable, it is already definable by a universal-existential or an existential-universal formula.

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