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First and second $K$-groups of an elliptic curve over a global field of positive characteristic. (arXiv:1711.05749v1 [math.KT])
来源于:arXiv
In this paper, we show that the maximal divisible subgroup of groups $K_1$
and $K_2$ of an elliptic curve $E$ over a function field is uniquely divisible.
Further those $K$-groups modulo this uniquely divisible subgroup are explicitly
computed. We also calculate the motivic cohomology groups of the minimal
regular model of $E$, which is an elliptic surface over a finite field. 查看全文>>