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| '''Solvable group''': A group whose derived series terminates at the trivial subgroup in finitely many steps, or equivalently, a group with a normal series where all the quotient groups are abelian groups. | | '''Solvable group''': A group whose derived series terminates at the trivial subgroup in finitely many steps, or equivalently, a group with a normal series where all the quotient groups are abelian groups. |
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| '''Primary subject wiki entry''': [[Groupprops:Solvable group]]
| | Primary subject wiki entry: [[Groupprops:Solvable group]] |
Latest revision as of 20:55, 11 August 2009
Solvable group: A group whose derived series terminates at the trivial subgroup in finitely many steps, or equivalently, a group with a normal series where all the quotient groups are abelian groups.
Primary subject wiki entry: Groupprops:Solvable group