Bourbaki

Exercise 11, § 4

Commutative Algebra, VI, 453

Let KK be a field with a valuation vv of height 1. (a) Let P(X)=a0Xn+a1Xn−1+⋯+anP(X) = a_0 X^n + a_1 X^{n-1} + \cdots + a_n be a polynomial in K[X]K[X] of

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