Let g be an ordered abelian group and let kxii g be a
Question: Let G be an ordered abelian group and let K[{xi|i ∈ G}] be a polynomial ring over a field K with quotient field Q. Define ν : Q → G∪{∞} as follows
Prove that ν is a valuation of Q whose value group is G.
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question let g be an ordered abelian group and let kxii isin g be a polynomial ring over a field k with quotient field
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