Maximal Solvable Subgroups of Finite Classical Groups
This book studies maximal solvable subgroups of classical groups over finite fields. It provides the first modern account of Camille Jordan''s classical results, and extends them, giving a classification of maximal irreducible solvable subgroups of general linear groups, symplectic groups, and orthogonal groups over arbitrary finite fields.
A subgroup of a group G is said to be maximal solvable if ...
This book studies maximal solvable subgroups of classical groups over finite fields. It provides the first modern account of Camille Jordan''s classical results, and extends them, giving a classification of maximal irreducible solvable subgroups of general linear groups, symplectic groups, and orthogonal groups over arbitrary finite fields.
A subgroup of a group G is said to be maximal solvable if ...
