AbstractWe study the topology of moduli spaces of polygons with fixed side lengths in the Euclidean plane and space. We study their smoothness, then determine their Euler numbers
For a positive integer n ≥ 3, the collection of n-sided polygons embedded in 3-space defines the spa...
We consider the moduli spaces Md(ℓ)ℳd(ℓ) of a closed linkage with nn links and prescribed lengths ℓ∈...
AbstractIn this paper we show how to compute the Euler characteristic of a graph if we know the neig...
AbstractWe study the topology of moduli spaces of polygons with fixed side lengths in the Euclidean ...
The geometric, topological, and symplectic properties of moduli spaces (spaces of configurations mod...
Basic properties of polygons in Euclidean space and some related regularity questions were explored...
Basic properties of polygons in Euclidean space and some related regularity questions were explored...
Basic properties of polygons in Euclidean space and some related regularity questions were explored...
Let $ E_{d}(\ell )$ denote the space of all closed $ n$-gons in $ \mathbb{R}^{d}$ (where $ d\ge 2$...
We study the topology of spaces of polygons in Euclidean space, viewed up to translations. The main ...
Let M_n be the moduli space of equilateral polygon linkages with n vertices, each edge having length...
We study the topology of moduli spaces of closed linkages in ℝd depending on a length vector ℓ ∈ ℝn....
This thesis aims to introduce the notions of linkage and its confguration space, that can be motivat...
AbstractOne can form a polygonal linkage by identifying initial and terminal points of two free link...
AbstractIn this paper we compute the real homotopy type of the space of arc-length parametrised clos...
For a positive integer n ≥ 3, the collection of n-sided polygons embedded in 3-space defines the spa...
We consider the moduli spaces Md(ℓ)ℳd(ℓ) of a closed linkage with nn links and prescribed lengths ℓ∈...
AbstractIn this paper we show how to compute the Euler characteristic of a graph if we know the neig...
AbstractWe study the topology of moduli spaces of polygons with fixed side lengths in the Euclidean ...
The geometric, topological, and symplectic properties of moduli spaces (spaces of configurations mod...
Basic properties of polygons in Euclidean space and some related regularity questions were explored...
Basic properties of polygons in Euclidean space and some related regularity questions were explored...
Basic properties of polygons in Euclidean space and some related regularity questions were explored...
Let $ E_{d}(\ell )$ denote the space of all closed $ n$-gons in $ \mathbb{R}^{d}$ (where $ d\ge 2$...
We study the topology of spaces of polygons in Euclidean space, viewed up to translations. The main ...
Let M_n be the moduli space of equilateral polygon linkages with n vertices, each edge having length...
We study the topology of moduli spaces of closed linkages in ℝd depending on a length vector ℓ ∈ ℝn....
This thesis aims to introduce the notions of linkage and its confguration space, that can be motivat...
AbstractOne can form a polygonal linkage by identifying initial and terminal points of two free link...
AbstractIn this paper we compute the real homotopy type of the space of arc-length parametrised clos...
For a positive integer n ≥ 3, the collection of n-sided polygons embedded in 3-space defines the spa...
We consider the moduli spaces Md(ℓ)ℳd(ℓ) of a closed linkage with nn links and prescribed lengths ℓ∈...
AbstractIn this paper we show how to compute the Euler characteristic of a graph if we know the neig...
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