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
AbstractA locally finite PG · PG∗ -geometry is a rank three incidence structure of points, lines and...
We prove a rank 3 criterion for the simple connectedness of certain subsets of buildings and we give...
We consider locally finite geometries of rank 3 belonging to certain diagrams where all strokes repr...
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 consider geometries belonging to the following diagrams: , , where q is an integer greater than 1...
We prove that the A7 -geometry is the only flat flag-transitive finite and thick C3 -geometry
We show in a direct and elementary way that the spherical building at infinity of every rank 3 affin...
In this note, we investigate finite connected flat geometries of type C3 of uniform odd order in whi...
Metrical completeness for Bruhat-Tits buildings is a natural and useful condition. In this paper we ...
AbstractIn this paper the structure of a geometry of type is determined in detail. It is proved tha...
A method, based on Tits' work and involving an idea of M. Ronan, is developed in order to recognize ...
A locally finite PG · PG *-geometry is a rank three incidence structure of points, lines and blocks,...
AbstractA locally finite PG · PG∗ -geometry is a rank three incidence structure of points, lines and...
We prove a rank 3 criterion for the simple connectedness of certain subsets of buildings and we give...
We consider locally finite geometries of rank 3 belonging to certain diagrams where all strokes repr...
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 consider geometries belonging to the following diagrams: , , where q is an integer greater than 1...
We prove that the A7 -geometry is the only flat flag-transitive finite and thick C3 -geometry
We show in a direct and elementary way that the spherical building at infinity of every rank 3 affin...
In this note, we investigate finite connected flat geometries of type C3 of uniform odd order in whi...
Metrical completeness for Bruhat-Tits buildings is a natural and useful condition. In this paper we ...
AbstractIn this paper the structure of a geometry of type is determined in detail. It is proved tha...
A method, based on Tits' work and involving an idea of M. Ronan, is developed in order to recognize ...
A locally finite PG · PG *-geometry is a rank three incidence structure of points, lines and blocks,...
AbstractA locally finite PG · PG∗ -geometry is a rank three incidence structure of points, lines and...
We prove a rank 3 criterion for the simple connectedness of certain subsets of buildings and we give...
We consider locally finite geometries of rank 3 belonging to certain diagrams where all strokes repr...
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