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Tensor powers of rank 1 Drinfeld modules and periods. (arXiv:1706.03854v1 [math.NT])

来源于:arXiv
We study tensor powers of rank 1 sign-normalized Drinfeld A-modules, where A is the coordinate ring of an elliptic curve over a finite field. Using the theory of A-motives, we find explicit formulas for the A-action of these modules. Then, by developing the theory of vector-valued Anderson generating functions, we give formulas for the period lattice of the associated exponential function. 查看全文>>

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