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Rational rigidity for F4(p)

Author:
Robert M. Guralnick  Frank Lübeck  Jun Yu  


Journal:
Advances in Mathematics


Issue Date:
2016


Abstract(summary):

Abstract We prove the existence of certain rationally rigid triples in F 4 ( p ) for good primes p (i.e., p > 3 ), thereby showing that these groups occur as regular Galois groups over Q ( t ) and so also over Q . We show that these triples give rise to rigid triples in the algebraic group and prove that they generate an interesting subgroup in characteristic 0.


Page:
48-48


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