Let t≥r be an integer. If G is a group acting flag-transitively on a finite linear space and G0 is a normal subgroup of G with t orbits on the flags, then G0 is point-primitive up to a finite number of exceptions. © 1990 Kluwer Academic Publishers.SCOPUS: ar.jinfo:eu-repo/semantics/publishe
Let H be a geometric hyperplane of a classical finite generalized quadrangle Q and let C = Q H be it...
Let H be a geometric hyperplane of a classical finite generalized quadrangle Q and let C = Q H be it...
Let H be a geometric hyperplane of a classical finite generalized quadrangle Q and let C = Q H be it...
AbstractThis paper is devoted to the study of finite linear spaces with a flag-transitive automorphi...
One of the most important and beautiful results on doubly transitive permutation groups is O’Nan’s c...
Let G be a group with socle a simple group of Lie type defined over the finite field with q element...
Abstract. The classification of finite flag-transitive linear spaces is almost complete. For the thi...
AbstractThis paper contains a classification of finite linear spaces with an automorphism group whic...
AbstractSuppose that an almost simple group G acts line transitively on a finite linear space S. Let...
The fundamental theorem of Ostrom and Wagner [6] states that a finite pro-jective plane admitting a ...
info:eu-repo/semantics/published(volume special en hommage a Jacques Tits a l'occasion de son 60e an...
Until the 1990's the only known finite linear spaces admitting line-transitive, pointimprimitive gro...
AbstractThis article is part of a project set up to classify groups and linear spaces where the grou...
AbstractThe finite flag-transitive linear spaces which have an insoluble automorphism group were giv...
summary:A non-regular primitive permutation group is called extremely primitive if a point stabilize...
Let H be a geometric hyperplane of a classical finite generalized quadrangle Q and let C = Q H be it...
Let H be a geometric hyperplane of a classical finite generalized quadrangle Q and let C = Q H be it...
Let H be a geometric hyperplane of a classical finite generalized quadrangle Q and let C = Q H be it...
AbstractThis paper is devoted to the study of finite linear spaces with a flag-transitive automorphi...
One of the most important and beautiful results on doubly transitive permutation groups is O’Nan’s c...
Let G be a group with socle a simple group of Lie type defined over the finite field with q element...
Abstract. The classification of finite flag-transitive linear spaces is almost complete. For the thi...
AbstractThis paper contains a classification of finite linear spaces with an automorphism group whic...
AbstractSuppose that an almost simple group G acts line transitively on a finite linear space S. Let...
The fundamental theorem of Ostrom and Wagner [6] states that a finite pro-jective plane admitting a ...
info:eu-repo/semantics/published(volume special en hommage a Jacques Tits a l'occasion de son 60e an...
Until the 1990's the only known finite linear spaces admitting line-transitive, pointimprimitive gro...
AbstractThis article is part of a project set up to classify groups and linear spaces where the grou...
AbstractThe finite flag-transitive linear spaces which have an insoluble automorphism group were giv...
summary:A non-regular primitive permutation group is called extremely primitive if a point stabilize...
Let H be a geometric hyperplane of a classical finite generalized quadrangle Q and let C = Q H be it...
Let H be a geometric hyperplane of a classical finite generalized quadrangle Q and let C = Q H be it...
Let H be a geometric hyperplane of a classical finite generalized quadrangle Q and let C = Q H be it...