AbstractIn this paper, we classify the epimorphisms of irreducible spherical Moufang buildings (of rank ≥2) defined over a field. As an application, we characterize indecomposable epimorphisms of these buildings as those epimorphisms arising from R-buildings
In this paper, we introduce the p-adic Moufang condition for hyperbolic buildings of rank 3. It is t...
We give an explicit description of the Moufang sets of type F-4, i.e. the buildings arising from the...
We give an explicit description of the Moufang sets of type F-4, i.e. the buildings arising from the...
We classify all inclusions of irreducible spherical buildings of equal rank ≥ 3, with the only restr...
We show in a direct and elementary way that the spherical building at infinity of every rank 3 affin...
We show in a direct and elementary way that the spherical building at infinity of every rank 3 affin...
We show in a direct and elementary way that the spherical building at infinity of every rank 3 affin...
peer reviewedWe show in a direct and elementary way that the spherical building at infinity of every...
In 2000, J. Tits and R. Weiss classified all Moufang spherical buildings of rank 2, also known as Mo...
In 2000, J. Tits and R. Weiss classified all Moufang spherical buildings of rank 2, also known as Mo...
We classify twin buildings over tree diagrams such that all rank 2 residues are either finite Moufan...
In this paper, we introduce the root-Moufang condition and the p-adic Moufang condition. We show tha...
In this paper, we introduce the root-Moufang condition and the p-adic Moufang condition. We show tha...
In this paper, we introduce the root-Moufang condition and the p-adic Moufang condition. We show tha...
Let Delta be a spherical building each of whose irreducible components is infinite, has rank at leas...
In this paper, we introduce the p-adic Moufang condition for hyperbolic buildings of rank 3. It is t...
We give an explicit description of the Moufang sets of type F-4, i.e. the buildings arising from the...
We give an explicit description of the Moufang sets of type F-4, i.e. the buildings arising from the...
We classify all inclusions of irreducible spherical buildings of equal rank ≥ 3, with the only restr...
We show in a direct and elementary way that the spherical building at infinity of every rank 3 affin...
We show in a direct and elementary way that the spherical building at infinity of every rank 3 affin...
We show in a direct and elementary way that the spherical building at infinity of every rank 3 affin...
peer reviewedWe show in a direct and elementary way that the spherical building at infinity of every...
In 2000, J. Tits and R. Weiss classified all Moufang spherical buildings of rank 2, also known as Mo...
In 2000, J. Tits and R. Weiss classified all Moufang spherical buildings of rank 2, also known as Mo...
We classify twin buildings over tree diagrams such that all rank 2 residues are either finite Moufan...
In this paper, we introduce the root-Moufang condition and the p-adic Moufang condition. We show tha...
In this paper, we introduce the root-Moufang condition and the p-adic Moufang condition. We show tha...
In this paper, we introduce the root-Moufang condition and the p-adic Moufang condition. We show tha...
Let Delta be a spherical building each of whose irreducible components is infinite, has rank at leas...
In this paper, we introduce the p-adic Moufang condition for hyperbolic buildings of rank 3. It is t...
We give an explicit description of the Moufang sets of type F-4, i.e. the buildings arising from the...
We give an explicit description of the Moufang sets of type F-4, i.e. the buildings arising from the...
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