Group Theory Lecture 23: More on Nilpotent Group

Опубликовано: 18 Июль 2026
на канале: Selby's Math Capsule
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In this session we discuss more on nilpotent groups. Here we proved that subgroup and quotient group of a nilpotent group is nilpotent. Also proved the following: Every nilpotent group is solvable. If G/Z(G) is nilpotent then G is nilpotent. Every p-group is nilpotent.