attempt to determine whether a group is metabelian
IsMetabelian( G )
A group G is metabelian if it is an extension of an Abelian group by another Abelian group. Equivalently, G is metabelian if its derived subgroup is Abelian. Note that every abelian group is metabelian.
The IsMetabelian( G ) command attempts to determine whether the group G is metabelian. It returns true if G is metabelian and returns false otherwise.
The GroupTheory[IsMetabelian] command was introduced in Maple 2019.
For more information on Maple 2019 changes, see Updates in Maple 2019.
The GroupTheory[IsMetabelian] command was updated in Maple 2023.
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