Article dans revue scientifique avec comité de lecture.It has recently been shown that any polygonal chain in the plane can be reconfigured to lie on a straight line, and any polygon can be reconfigured to be convex. This result cannot be extended to tree linkages: we show that there are trees with two configurations that are not connected by a motion. Indeed, we prove that an $N$-link tree can have $2^{Omega(N)}$ equivalence classes of configurations
We extend linkage unfolding results from the well-studied case of polygonal linkages to the more gen...
This thesis contains new results on the subject of polygonal structure reconfiguration. Specificall...
Locked tree linkages have been known to exist in the plane since 1998, but it is still open whether ...
Rapport interne.It has recently been shown that any simple (i.e. nonintersecting) polygonal chain in...
It has recently been shown that any simple (i.e. nonintersecting) polygonal chain in the plane can b...
It is an open problem to determine whether a polygonal chain can be "straightened" in the ...
We consider the problem of reconfiguring a linkage of rigid straight segments from a given start to ...
A polygonal chain is a sequence of consecutively joined edges embedded in space. A k-chain is a chai...
In this paper we are concerned with motions for untangling polygonal linkages (chains, polygons and ...
AbstractWe prove that, in all dimensions d⩾4, every simple open polygonal chain and every tree may b...
In this paper, we study movements of simple polygonal chains in 3D. We say that an open, simple poly...
We study the motion of polygonal linkages under the restriction that the angles between adjacent edg...
We prove that, in all dimensions d ≥ 4, every simple open polygonal chain and every tree may be stra...
A chain is a sequence of rigid rods or links consecutively connected at their endjoints, about which...
We extend linkage unfolding results from the well-studied case of polygonal linkages to the more gen...
We extend linkage unfolding results from the well-studied case of polygonal linkages to the more gen...
This thesis contains new results on the subject of polygonal structure reconfiguration. Specificall...
Locked tree linkages have been known to exist in the plane since 1998, but it is still open whether ...
Rapport interne.It has recently been shown that any simple (i.e. nonintersecting) polygonal chain in...
It has recently been shown that any simple (i.e. nonintersecting) polygonal chain in the plane can b...
It is an open problem to determine whether a polygonal chain can be "straightened" in the ...
We consider the problem of reconfiguring a linkage of rigid straight segments from a given start to ...
A polygonal chain is a sequence of consecutively joined edges embedded in space. A k-chain is a chai...
In this paper we are concerned with motions for untangling polygonal linkages (chains, polygons and ...
AbstractWe prove that, in all dimensions d⩾4, every simple open polygonal chain and every tree may b...
In this paper, we study movements of simple polygonal chains in 3D. We say that an open, simple poly...
We study the motion of polygonal linkages under the restriction that the angles between adjacent edg...
We prove that, in all dimensions d ≥ 4, every simple open polygonal chain and every tree may be stra...
A chain is a sequence of rigid rods or links consecutively connected at their endjoints, about which...
We extend linkage unfolding results from the well-studied case of polygonal linkages to the more gen...
We extend linkage unfolding results from the well-studied case of polygonal linkages to the more gen...
This thesis contains new results on the subject of polygonal structure reconfiguration. Specificall...
Locked tree linkages have been known to exist in the plane since 1998, but it is still open whether ...