Add to ORKGWe study sections of high dimensional polytopes whose vertices form the orbit of a Coxeter group, and create “scans”of such polytopes in order to graphically visualise them for educational and public engagement purposes
Les groupes de Coxeter hyperboliques forment une classe importante de sous-groupes discrets de Isom ...
In this paper, we show that affine extensions of non-crystallographic Coxeter groups can be derived ...
Abstract. Coxeter groups arise in a wide variety of areas, so every mathematician should know some b...
In [1], Barot and Marsh presented an explicit construction of presentation of a finite Weyl group W ...
Real physical systems with reflective and rotational symmetries such as viruses, fullerenes and quas...
This thesis concerns hyperbolic Coxeter polytopes, their reflection groups and associated combinator...
In a seminal paper, Stallings introduced folding of morphisms of graphs. One consequence of folding ...
International audienceFor any Coxeter system (W, S) of rank n, we introduce an abstract boolean comp...
In this paper, we obtain the complete classification for compact hyperbolic Coxeter four-dimensional...
AbstractThe symmetry group of a regular polytope p is a finite Coxeter group W. The intersection of ...
International audienceWe show that the vertex barycenter of generalized associahedra and permutahedr...
AbstractThe symmetry group of a regular real polytope is a finite Coxeter group. The intersection of...
This thesis presents recent developments concerning two open problems related to algebra and discret...
In this talk I present a new take on polyhedral symmetries. I begin by describing that many viruses ...
In this paper, we show that via a novel construction every rank-3 root system induces a root system ...
Les groupes de Coxeter hyperboliques forment une classe importante de sous-groupes discrets de Isom ...
In this paper, we show that affine extensions of non-crystallographic Coxeter groups can be derived ...
Abstract. Coxeter groups arise in a wide variety of areas, so every mathematician should know some b...
In [1], Barot and Marsh presented an explicit construction of presentation of a finite Weyl group W ...
Real physical systems with reflective and rotational symmetries such as viruses, fullerenes and quas...
This thesis concerns hyperbolic Coxeter polytopes, their reflection groups and associated combinator...
In a seminal paper, Stallings introduced folding of morphisms of graphs. One consequence of folding ...
International audienceFor any Coxeter system (W, S) of rank n, we introduce an abstract boolean comp...
In this paper, we obtain the complete classification for compact hyperbolic Coxeter four-dimensional...
AbstractThe symmetry group of a regular polytope p is a finite Coxeter group W. The intersection of ...
International audienceWe show that the vertex barycenter of generalized associahedra and permutahedr...
AbstractThe symmetry group of a regular real polytope is a finite Coxeter group. The intersection of...
This thesis presents recent developments concerning two open problems related to algebra and discret...
In this talk I present a new take on polyhedral symmetries. I begin by describing that many viruses ...
In this paper, we show that via a novel construction every rank-3 root system induces a root system ...
Les groupes de Coxeter hyperboliques forment une classe importante de sous-groupes discrets de Isom ...
In this paper, we show that affine extensions of non-crystallographic Coxeter groups can be derived ...
Abstract. Coxeter groups arise in a wide variety of areas, so every mathematician should know some b...