Functoriality and the Inverse Galois Problem
classification
🧮 math.NT
keywords
galoisgroupsappearcharacteristicfieldfinitefunctorialitygeneralizes
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We prove that there are infinitely many finite simple groups of symplectic Lie type, of any specified characteristic and rank, which appear as Galois groups over the field of rational numbers. This generalizes a result of Wiese, which inspired this paper.
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