Sous-groupes periodiques d'un groupe stable

Journal of Symbolic Logic 58 (2):385-400 (1993)
We develop a Sylow theory for stable groups satisfying certain additional conditions (2-finiteness, solvability or smallness) and show that their maximal p-subgroups are locally finite and conjugate. Furthermore, we generalize a theorem of Baer-Suzuki on subgroups generated by a conjugacy class of p-elements
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