Normal Subgroups of Triply-Transitive Permutation Groups of Odd Degree.
Normalteiler in 3-transitiven Gruppen.
On a Theorem of Livingstone and Wagner.
On Groups with Several Doubly-Transitive Permuation Representations.
On imprimitive groups with small degree
On Permutation Groups of Prime Power Order.
On Primitive Permutation Groups Containing a Cycle.
On (t + ...)-transitive Permutation Groups.
On the Order of Doubly Transitive Permutation Groups.
On the order of transitive permutation groups with cyclic point-stabilizer
If is a transitive permutation group of degree with cyclic point-stabilizer, then the order of is at most .
On the Sylow Subgroups of a Doubly Transitive Permuatation Group.
On the Sylow Subgroups of a Doubly Transitive Permutation Group. II.
Permutation Groups of Even Degree Whose 2-Point Stabilisers are Isomorphic Cyclic 2-Groups.
Permutations which make transitive groups primitive
In this article we look into characterizing primitive groups in the following way. Given a primitive group we single out a subset of its generators such that these generators alone (the so-called primitive generators) imply the group is primitive. The remaining generators ensure transitivity or comply with specific features of the group. We show that, other than the symmetric and alternating groups, there are infinitely many primitive groups with one primitive generator each. These primitive groups...
Recherches sur les substitutions.
Schémas en groupes et immeubles des groupes exceptionnels sur un corps local. Deuxième partie : les groupes et
Nous obtenons une version explicite de la théorie de Bruhat-Tits pour les groupes exceptionnels des type ou sur un corps local. Nous décrivons chaque construction concrètement en termes de réseaux : l’immeuble, les appartements, la structure simpliciale, les schémas en groupes associés.
Sharply 2- and 3-transitive groups with kernels of finite index.
Sharply 2-transitive sets of permutations and groups of affine projectivities.
Some finite congruence lattices, I
Some Results on 2-Transitive Groups.