The generalized hexagons associated with L3(2), U3(3), 3D4(2), respectively, are presented as subconfigurations of the projective plane over the complex, quaternionic, octonionic field, respectively. This leads to an embedding of Aut 3D4(2) in the Lie group of type F4(R)
AbstractThe universal embeddings overF2 of the generalized hexagon for3D4(2)and the near-octagon for...
In this note we give two characterizations of the natural embedding of the classical G2(L)-hexagon i...
If (P,L) is a projective plane and T is a triangle presentation compatible with a point-line corresp...
The generalized hexagons associated with L3(2), U3(3), 3D4(2), respectively, are presented as subcon...
AbstractThe generalized hexagons associated with L3(2), U3(3), 3D4(2), respectively, are presented a...
AbstractLet P6 denote a generalized hexagon corresponding to a triality of type Iid. Then P6 is inte...
AbstractThe automorphism groups of the 27 lines on the smooth cubic surface or the 28 bitangents to ...
Proofs are given of the facts that any finite generalized hexagon of order (2, t) is isomorphic to t...
Proofs are given of the facts that any finite generalized hexagon of order (2, t) is isomorphic to t...
Proofs are given of the facts that any finite generalized hexagon of order (2, t) is isomorphic to t...
In this paper, we present a construction of the compact form of the exceptional Lie group F4 by expo...
The groups McL, Co3 and 2 × Co3 are all contained in the automorphism group of a 2-, respectively, 3...
AbstractThe group of projectivities of (a line of) a projective plane is always 3-transitive. It is ...
AbstractThe 3D4(q) generalized hexagons are characterized by means of the regulus condition
AbstractThe universal embeddings overF2 of the generalized hexagon for3D4(2)and the near-octagon for...
In this note we give two characterizations of the natural embedding of the classical G2(L)-hexagon i...
If (P,L) is a projective plane and T is a triangle presentation compatible with a point-line corresp...
The generalized hexagons associated with L3(2), U3(3), 3D4(2), respectively, are presented as subcon...
AbstractThe generalized hexagons associated with L3(2), U3(3), 3D4(2), respectively, are presented a...
AbstractLet P6 denote a generalized hexagon corresponding to a triality of type Iid. Then P6 is inte...
AbstractThe automorphism groups of the 27 lines on the smooth cubic surface or the 28 bitangents to ...
Proofs are given of the facts that any finite generalized hexagon of order (2, t) is isomorphic to t...
Proofs are given of the facts that any finite generalized hexagon of order (2, t) is isomorphic to t...
Proofs are given of the facts that any finite generalized hexagon of order (2, t) is isomorphic to t...
In this paper, we present a construction of the compact form of the exceptional Lie group F4 by expo...
The groups McL, Co3 and 2 × Co3 are all contained in the automorphism group of a 2-, respectively, 3...
AbstractThe group of projectivities of (a line of) a projective plane is always 3-transitive. It is ...
AbstractThe 3D4(q) generalized hexagons are characterized by means of the regulus condition
AbstractThe universal embeddings overF2 of the generalized hexagon for3D4(2)and the near-octagon for...
In this note we give two characterizations of the natural embedding of the classical G2(L)-hexagon i...
If (P,L) is a projective plane and T is a triangle presentation compatible with a point-line corresp...
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