(∗)-groups and pseudo-bad groups
نویسندگان
چکیده
We give an example of an infinite simple Frobenius group G without involutions, with a trivial kernel and a nilpotent complement. Nevertheless, this group is not ωstable (not even superstable), this is the ”only” property missing in order to be a counterexample to the Cherlin-Zil’ber Conjecture which says that simple ωstable groups are algebraic groups.
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