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- Maximal subgroups
- Conjugacy classes of complements of a normal subgroup
- Conjugacy classes of subgroups, poset of subgroup classes
- Conjugacy classes of subgroups satisfying a condition: Cyclic,
elementary abelian, abelian, nilpotent
The availability of an SAG-presentation combined with sophisticated module
theory machinery allowed us to design fast a algorithm for finding the
maximal subgroups of a soluble group.
Next: Automorphisms and Representations
Up: Finite Soluble Groups
Previous: Normal Structure