Add to ORKGAbstract. The associahedron is a convex polytope whose vertices correspond to triangulations of a convex polygon. We de ne two signed or hyperoctahedral analogues of the associahedron, one of which isshown to be a simple convex polytope, and the other a regular CW-sphere
Abstract. Jim Stasheff gave two apparently distinct definitions of an Am form, m ≤ ∞ in [17, 18]. I...
Created when the three pentagons on the top and the three pentagons on the bottom of the dodecahedro...
Dedicated to the memory of Andrei Zelevinsky n-polytope, the colorful polytope of G, whose 1-skeleto...
International audienceAn associahedron is a polytope whose vertices correspond to triangulations of ...
Abstract. An associahedron is a polytope whose vertices correspond to triangulations of a convex pol...
International audienceAn associahedron is a polytope whose vertices correspond to the triangulations...
The associahedron is a convex polytope whose 1-skeleton is isomorphic to the flip graph of a convex ...
Given an arbitrary simple polygon, we construct a polytopal complex analogous to the associahedron b...
Abstract. Given an arbitrary polygon P with holes, we construct a polytopal complex analogous to the...
Motivated by the graph associahedron KG, a polytope whose face poset is based on connected subgraphs...
Poset associahedra are a family of convex polytopes recently introduced by Pavel Galashin in 2021. T...
By using the algorithm given by Devados [1], we have been worked on the constructionof a graph assoc...
AbstractGiven a graph Γ, we construct a simple, convex polytope, dubbed graph-associahedra, whose fa...
AbstractThe (type-A) associahedron is a polytope related to polygon dissections which arises in seve...
AbstractLet ΓnA denote the abstract simplicial complex whose elements are dissections of a convex (n...
Abstract. Jim Stasheff gave two apparently distinct definitions of an Am form, m ≤ ∞ in [17, 18]. I...
Created when the three pentagons on the top and the three pentagons on the bottom of the dodecahedro...
Dedicated to the memory of Andrei Zelevinsky n-polytope, the colorful polytope of G, whose 1-skeleto...
International audienceAn associahedron is a polytope whose vertices correspond to triangulations of ...
Abstract. An associahedron is a polytope whose vertices correspond to triangulations of a convex pol...
International audienceAn associahedron is a polytope whose vertices correspond to the triangulations...
The associahedron is a convex polytope whose 1-skeleton is isomorphic to the flip graph of a convex ...
Given an arbitrary simple polygon, we construct a polytopal complex analogous to the associahedron b...
Abstract. Given an arbitrary polygon P with holes, we construct a polytopal complex analogous to the...
Motivated by the graph associahedron KG, a polytope whose face poset is based on connected subgraphs...
Poset associahedra are a family of convex polytopes recently introduced by Pavel Galashin in 2021. T...
By using the algorithm given by Devados [1], we have been worked on the constructionof a graph assoc...
AbstractGiven a graph Γ, we construct a simple, convex polytope, dubbed graph-associahedra, whose fa...
AbstractThe (type-A) associahedron is a polytope related to polygon dissections which arises in seve...
AbstractLet ΓnA denote the abstract simplicial complex whose elements are dissections of a convex (n...
Abstract. Jim Stasheff gave two apparently distinct definitions of an Am form, m ≤ ∞ in [17, 18]. I...
Created when the three pentagons on the top and the three pentagons on the bottom of the dodecahedro...
Dedicated to the memory of Andrei Zelevinsky n-polytope, the colorful polytope of G, whose 1-skeleto...