A twisted theorem of Chebotarev

Published 12 Oct 2012 in math.AG and math.LO | (1210.3571v1)

Abstract: We prove a function-field version of Chebotarev's density theorem in the framework of difference algebraic geometry by developing the notion of Galois coverings of generalised difference schemes, and using Hrushovski's twisted Lang-Weil estimate.

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Authors (1)

Ivan Tomašić

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