k-invariants for K-theory of curves over global fields, by Dominique Arlettaz and Grzegorz Banaszak

In this paper we extend our results concerning k-invariants of algebraic K-theory spaces of number fields (Journal reine angew. Math. 461 p. 63-79, 1995) to the case of etale K-theory and K-theory spaces of algebraic curves over global fields. We get numerical results that estimate the orders of these k-invariants in terms of values of characteristic polynomials of Frobenius automorphisms.

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