AbstractIn this paper, we define twinnings for affine R-buildings. We thus extend the theory of simplicial twin buildings of affine type to the non-simplicial case. We show how classical results can be extended to the non-discrete case, and, as an application, we prove that the buildings at infinity of a Moufang twin R-building have the induced structure of a Moufang building. The latter is not true for ordinary “Moufang” R-buildings
We show in a direct and elementary way that the spherical building at infinity of every rank 3 affin...
Gebäude wurden in den 1950er und 1960er Jahren von Tits entwickelt und finden bis heute Anwendungen ...
We show in a direct and elementary way that the spherical building at infinity of every rank 3 affin...
AbstractIn this paper, we define twinnings for affine R-buildings. We thus extend the theory of simp...
We classify twin buildings over tree diagrams such that all rank 2 residues are either finite Moufan...
Kac-Moody groups over finite fields are finitely generated groups. Most of them can naturally be vie...
Kac-Moody groups over finite fields are finitely generated groups. Most of them can naturally be vie...
This book is addressed to mathematicians and advanced students interested in buildings, groups and t...
In this paper we prove equivalence of sets of axioms for non-discrete affine buildings, by providing...
We show that a 3-spherical building in which each rank 2 residue is connected far away from a chambe...
In this paper, we show that the building at infinity of a two-dimensional affine R-building is a gen...
In this paper, we show that the building at infinity of a two-dimensional affine R-building is a gen...
We show that a 3-spherical building in which each rank 2 residue is connected far away from a chambe...
In the present thesis geometric properties of non-discrete affine buildings are studied. We cover in...
Gebäude wurden in den 1950er und 1960er Jahren von Tits entwickelt und finden bis heute Anwendungen ...
We show in a direct and elementary way that the spherical building at infinity of every rank 3 affin...
Gebäude wurden in den 1950er und 1960er Jahren von Tits entwickelt und finden bis heute Anwendungen ...
We show in a direct and elementary way that the spherical building at infinity of every rank 3 affin...
AbstractIn this paper, we define twinnings for affine R-buildings. We thus extend the theory of simp...
We classify twin buildings over tree diagrams such that all rank 2 residues are either finite Moufan...
Kac-Moody groups over finite fields are finitely generated groups. Most of them can naturally be vie...
Kac-Moody groups over finite fields are finitely generated groups. Most of them can naturally be vie...
This book is addressed to mathematicians and advanced students interested in buildings, groups and t...
In this paper we prove equivalence of sets of axioms for non-discrete affine buildings, by providing...
We show that a 3-spherical building in which each rank 2 residue is connected far away from a chambe...
In this paper, we show that the building at infinity of a two-dimensional affine R-building is a gen...
In this paper, we show that the building at infinity of a two-dimensional affine R-building is a gen...
We show that a 3-spherical building in which each rank 2 residue is connected far away from a chambe...
In the present thesis geometric properties of non-discrete affine buildings are studied. We cover in...
Gebäude wurden in den 1950er und 1960er Jahren von Tits entwickelt und finden bis heute Anwendungen ...
We show in a direct and elementary way that the spherical building at infinity of every rank 3 affin...
Gebäude wurden in den 1950er und 1960er Jahren von Tits entwickelt und finden bis heute Anwendungen ...
We show in a direct and elementary way that the spherical building at infinity of every rank 3 affin...
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