AbstractThe purpose of this paper is to classify the class of Tits geometries of type C3 in which any line is incident with precisely two planes. We show that any such geometry is either a building or a quotient of a building by a group of automorphisms of order 2. Our knowledge of buildings of this type enables us to list explicitly all possibilities
The object of this thesis is to study the geometry of right-angled buildings. These spaces, defined ...
AbstractWe characterizeC2.c-geometries that are truncations of almost-thinCn-geometries andC2.c-geom...
A triality of type Iid in a building Δ of type D4 is a type rotating automorphism of order 3 whose s...
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 ...
In this note, we investigate finite connected flat geometries of type C3 of uniform odd order in whi...
AbstractThis paper is a continuation of [12]: we begin to carry out the programme outlined in [12], ...
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...
In the mid to late twentieth century, Jacques Tits’ work in the area of Lie groups and Lie algebras ...
If (P,L) is a projective plane and T is a triangle presentation compatible with a point-line corresp...
We prove a rank 3 criterion for the simple connectedness of certain subsets of buildings and we give...
The recent work of J. Tits [4] on local characterizations of building introduces the important new c...
A method, based on Tits' work and involving an idea of M. Ronan, is developed in order to recognize ...
The object of this thesis is to study the geometry of right-angled buildings. These spaces, defined ...
AbstractWe characterizeC2.c-geometries that are truncations of almost-thinCn-geometries andC2.c-geom...
A triality of type Iid in a building Δ of type D4 is a type rotating automorphism of order 3 whose s...
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 ...
In this note, we investigate finite connected flat geometries of type C3 of uniform odd order in whi...
AbstractThis paper is a continuation of [12]: we begin to carry out the programme outlined in [12], ...
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...
In the mid to late twentieth century, Jacques Tits’ work in the area of Lie groups and Lie algebras ...
If (P,L) is a projective plane and T is a triangle presentation compatible with a point-line corresp...
We prove a rank 3 criterion for the simple connectedness of certain subsets of buildings and we give...
The recent work of J. Tits [4] on local characterizations of building introduces the important new c...
A method, based on Tits' work and involving an idea of M. Ronan, is developed in order to recognize ...
The object of this thesis is to study the geometry of right-angled buildings. These spaces, defined ...
AbstractWe characterizeC2.c-geometries that are truncations of almost-thinCn-geometries andC2.c-geom...
A triality of type Iid in a building Δ of type D4 is a type rotating automorphism of order 3 whose s...
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