Several facts suggest the conjecture that all finite Tits geometries of type C3 with thick lines are either buildings or flat. We prove that, if Г is a finite Tits geometry of type Cn (n ≥ 3) with thick lines and if all residues of Г of type C3 are either buildings or flat, then either Г is a building or n = 3 and Г is flat
The aim of this paper is to extend the concept of a Petrial to thin (regular) rank three geometries....
AbstractWe show a purity assumption which seems to be implicit in the theory of the geometry of diag...
Spherical and euclidean buildings have been classified by Tits and Weiss and are what is sometimes c...
Several facts suggest the conjecture that all finite Tits geometries of type C3 with thick lines are...
Several facts suggest the conjecture that all finite Tits geometries of type C3 with thick lines are...
AbstractA result of Tits' in his paper “A local approach to buildings” is somewhat strengthened: it ...
AbstractThe purpose of this paper is to classify the class of Tits geometries of type C3 in which an...
We prove that the A7 -geometry is the only flat flag-transitive finite and thick C3 -geometry
We consider geometries belonging to the following diagrams: , , where q is an integer greater than 1...
AbstractWe characterizeC2.c-geometries that are truncations of almost-thinCn-geometries andC2.c-geom...
In this note, we investigate finite connected flat geometries of type C3 of uniform odd order in whi...
AbstractWe obtain conditions on the structure and the parameters of an anomalous finite thick flag-t...
AbstractWe consider locally finite geometries of rank 3 belonging to certain diagrams where all stro...
We consider locally finite geometries of rank 3 belonging to certain diagrams where all strokes repr...
AbstractIn this paper the structure of a geometry of type is determined in detail. It is proved tha...
The aim of this paper is to extend the concept of a Petrial to thin (regular) rank three geometries....
AbstractWe show a purity assumption which seems to be implicit in the theory of the geometry of diag...
Spherical and euclidean buildings have been classified by Tits and Weiss and are what is sometimes c...
Several facts suggest the conjecture that all finite Tits geometries of type C3 with thick lines are...
Several facts suggest the conjecture that all finite Tits geometries of type C3 with thick lines are...
AbstractA result of Tits' in his paper “A local approach to buildings” is somewhat strengthened: it ...
AbstractThe purpose of this paper is to classify the class of Tits geometries of type C3 in which an...
We prove that the A7 -geometry is the only flat flag-transitive finite and thick C3 -geometry
We consider geometries belonging to the following diagrams: , , where q is an integer greater than 1...
AbstractWe characterizeC2.c-geometries that are truncations of almost-thinCn-geometries andC2.c-geom...
In this note, we investigate finite connected flat geometries of type C3 of uniform odd order in whi...
AbstractWe obtain conditions on the structure and the parameters of an anomalous finite thick flag-t...
AbstractWe consider locally finite geometries of rank 3 belonging to certain diagrams where all stro...
We consider locally finite geometries of rank 3 belonging to certain diagrams where all strokes repr...
AbstractIn this paper the structure of a geometry of type is determined in detail. It is proved tha...
The aim of this paper is to extend the concept of a Petrial to thin (regular) rank three geometries....
AbstractWe show a purity assumption which seems to be implicit in the theory of the geometry of diag...
Spherical and euclidean buildings have been classified by Tits and Weiss and are what is sometimes c...
DOI
Add to ORKG