We prove that every lattice automorphism of a simple algebraic group G over the algebraic closure of a finite field of odd characteristic is induced by an automorphism if G is not of type A_2.
On the lattice automorphisms of certain simple algebraic groups
COSTANTINI, MAURO
1993
Abstract
We prove that every lattice automorphism of a simple algebraic group G over the algebraic closure of a finite field of odd characteristic is induced by an automorphism if G is not of type A_2.
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