Abstract
In this paper, we prove that the adelic Galois representationρφ:Gal(Fq(T)sep/Fq(T))⟶lim←aAut(φ[a])≅GL3(Aˆ) associated to the Drinfeld module φ over Fq(T) of rank 3, φ defined by φT=T+τ2+Tq−1τ3, is surjective.
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