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Let G $G$ be a group, G'=[G, G]$G'=[G, G]$.
Quoted from http://www.math.ucdavis.edu/~kapovich/EPR/ggt.pdf page 8. Anybody can provide the examples? I can't find the book [107]. |
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Corrected error in title
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commutator Commutator subgroup G' doesnot contains all does not consist only of commutators? |
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commutator subgroup G' doesnot contains all commutators?Let G be a group, G'=[G, G] " Note that it is not necessarily true that the commutator subgroup G' of G consists entirely of commutators [x, y] : x; y \in G (see [107] for some finite group examples)." Quoted from http://www.math.ucdavis.edu/~kapovich/EPR/ggt.pdf page 8. Anybody can provide the examples? I can't find the book [107].
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