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- W2234608902 abstract "In this paper, we study number fields K with the property that every prime factor of the degree of K remains prime in K. We determine all types of Galois groups of such K up to degree nine and find that Wang's non-existence in cyclic octic case is exceptionally undetermined by our group-theoretic criterion." @default.
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- W2234608902 date "2016-01-01" @default.
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- W2234608902 title "Restriction on Galois groups by prime inert condition" @default.
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