On the dimension of finite permutation group actions.
On the Livingstone-Wagner theorem.
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.
Permutation group extension of groupoids.
Permutation polynomials in several variables over finite fields
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...
Perspectivities in Irreducible Collineation Groups of Projective Planes. I.
Regular permutation sets and loops
Two suitable composition laws are defined in a regular permutation set in order to find new characterizations of some important classes of loops.
Solvable subgroups of p-solvable semilinear groups.
Some generalisations of Chebyshev polynomials and their induced group structure over a finite field
Some properties of min-wise independent families and groups of permutations.
Sui vettori di Parker e concetti correlati
Sur une classe de groupes d'ordre fini contenus dans les groupes linéaires
The Primitive Permutation Groups of Some Special Degrees, II: Small Multiples of Certain Large Primes.
The structure of the centralizer of a permutation.
Transitive permutation groups and groups with finite derived groups.
Un théorème concernant le nombre total des bases d'un groupe d'ordre fini.
Weakly-exceptional quotient singularities
A singularity is said to be weakly-exceptional if it has a unique purely log terminal blow-up. In dimension 2, V. Shokurov proved that weakly-exceptional quotient singularities are exactly those of types D n, E 6, E 7, E 8. This paper classifies the weakly-exceptional quotient singularities in dimensions 3 and 4.
Zur Theorie der zusammengesetzten Gruppen.