Baer–Suzuki theorem
(Q4841299)
theorem that if any two elements of a conjugacy class of a finite group generate a nilpotent subgroup, then all elements of that conjugacy class are contained in a nilpotent subgroup
theorem that if any two elements of a conjugacy class of a finite group generate a nilpotent subgroup, then all elements of that conjugacy class are contained in a nilpotent subgroup
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Baer–Suzuki theorem
other details
| description | theorem that if any two elements of a conjugacy class of a finite group generate a nilpotent subgroup, then all elements of that conjugacy class are contained in a nilpotent subgroup |
External Links
| (P646) |
/m/0fpgy28
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