Towards a soluble quotient algorithm
Journal of Symbolic Computation
Computing the order of a solvablepermutation group
Journal of Symbolic Computation
A finite soluble quotient algorithm
Journal of Symbolic Computation
Computing projectors, injectors, residuals and radicals of finite soluble groups
Journal of Symbolic Computation
Solving a class of higher-order equations over a group structure
Journal of Symbolic Computation
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We present practical algorithms to compute subgroups such as Hall systems, system normalizers, F -normalizers and F -covering subgroups in finite solvable groups. An application is an algorithm to calculate head complements in finite solvable groups; that is, complements which are closely related to maximal subgroups. Our algorithms use the technique of exhibiting subgroups. Copyright 2002 Academic Press