Number theory · Oct 6, 2026
The Margulis–Platonov conjecture over global fields
Proves the Margulis–Platonov conjecture over every global field, including function fields of characteristic two. For an absolutely almost simple simply connected algebraic group G over k, every noncentral abstract normal subgroup of is the inverse image of an open normal subgroup in the finite product of its anisotropic nonarchimedean local groups.
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