We describe sharply 2-transitive groups whose point stabilizer is a nilpotent {2,3}-group without elements of order 9 and, more generally, in which the third power of each element belongs to the FC-center. In particular, we will prove that these groups are finite
A connected graph $\Gamma=(V,E)$ of valency at least $3$ is called a basic $2$-arc-transitive graph ...
We introduce a special class of powerful p-groups that we call powerfully nilpotent groups that are ...
In this paper we determine all algebraic trans-formation groups G, defined over an algebraical-ly cl...
We describe sharply 2-transitive groups whose point stabilizer is a nilpotent {2,3}-group without el...
We describe sharply 2-transitive groups whose point stabilizer is a nilpotent {2,3}-group without el...
We give a group theoretic proof of the splitting of sharply 2-transitive groups of characteristic 3....
A number of conditions were found under which a sharply doubly transitive permutation group has an a...
Generalizing a result by N. Percsy, we prove a sufficient condition for a sharply 3-transitive finit...
AbstractLet U be a unital embedded in the Desarguesian projective plane PG(2,q2). Write M for the su...
AbstractThe group of projectivities of (a line of) a projective plane is always 3-transitive. It is ...
AbstractWe study sharply n-transitive superstable groups for n = 2, 3. For n = 3 we get a complete c...
Suppose that G is a simply transitive primitive permutation group on a finite set Ω such that for α ...
Let $\cU$ be a unital embedded in the Desarguesian projective plane $\PG(2,q^2)$. Write $M$ for the...
Suppose that G is a simply transitive primitive permutation group on a finite set Ω such that for α ...
AbstractAfter a preliminary discussion of rank 3 permutation groups, attention is focused on the cas...
A connected graph $\Gamma=(V,E)$ of valency at least $3$ is called a basic $2$-arc-transitive graph ...
We introduce a special class of powerful p-groups that we call powerfully nilpotent groups that are ...
In this paper we determine all algebraic trans-formation groups G, defined over an algebraical-ly cl...
We describe sharply 2-transitive groups whose point stabilizer is a nilpotent {2,3}-group without el...
We describe sharply 2-transitive groups whose point stabilizer is a nilpotent {2,3}-group without el...
We give a group theoretic proof of the splitting of sharply 2-transitive groups of characteristic 3....
A number of conditions were found under which a sharply doubly transitive permutation group has an a...
Generalizing a result by N. Percsy, we prove a sufficient condition for a sharply 3-transitive finit...
AbstractLet U be a unital embedded in the Desarguesian projective plane PG(2,q2). Write M for the su...
AbstractThe group of projectivities of (a line of) a projective plane is always 3-transitive. It is ...
AbstractWe study sharply n-transitive superstable groups for n = 2, 3. For n = 3 we get a complete c...
Suppose that G is a simply transitive primitive permutation group on a finite set Ω such that for α ...
Let $\cU$ be a unital embedded in the Desarguesian projective plane $\PG(2,q^2)$. Write $M$ for the...
Suppose that G is a simply transitive primitive permutation group on a finite set Ω such that for α ...
AbstractAfter a preliminary discussion of rank 3 permutation groups, attention is focused on the cas...
A connected graph $\Gamma=(V,E)$ of valency at least $3$ is called a basic $2$-arc-transitive graph ...
We introduce a special class of powerful p-groups that we call powerfully nilpotent groups that are ...
In this paper we determine all algebraic trans-formation groups G, defined over an algebraical-ly cl...
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