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Galois subfields of tame division algebras |
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| Authors: | Timo Hanke Danny Neftin Adrian Wadsworth |
| Abstract: | We show that a finite-dimensional tame division algebra D over a Henselian field F has a maximal subfield Galois over F if and only if its residue division algebra (overline D ) has a maximal subfield Galois over the residue field (overline F ). |
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