Juergen Klueners, Florin Nicolae
Published 2015-09-23Version 1
We prove that a Galois number field is determined by any Artin L-function corresponding to a faithful character of the Galois group. The result is best possible in the sense that it is easy to produce counter examples whenever the character is not faithful.
On Splitting Types, Discriminant Bounds, and Conclusive Tests for the Galois Group
Commuting-Liftable Subgroups of Galois Groups II
On the mod $p^7$ determination of ${2p-1\choose p-1}$
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