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Supersimple fields and division rings
36
Citations
6
References
1998
Year
Abstract AlgebraSupersimple FieldRepresentation TheoryTrivial Brauer GroupRing TheoryCommutative AlgebraFinite FieldSupersimple FieldsSupersimple Division Ring
It is proved that any supersimple field has trivial Brauer group, and more generally that any supersimple division ring is commutative. As prerequisites we prove several results about generic types in groups and fields whose theory is simple.
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