Introduction. A pseudoline is formed from a line by stretching the plane without tearing: it is the image of a line under a homeomorphism of the plane [13]. In arrangements of pseudolines, pairs of pseudolines intersect at most once and cross at their intersections. Pseudoline arrangements can be used to model sorting networks [1], tilings of convex polygons by rhombi [4], and graphs that have distance-preserving embedding
We consider arrangements of n pseudo-lines in the Euclidean plane where each pseudo-line ℓi is repre...
Let G be a graph topological embedded in the plane and let A be an arrangement of pseudolines inters...
Let G be a graph topological embedded in the plane and let A be an arrangement of pseudolines inters...
A weak pseudoline arrangement is a topological generalization of a line arrangement, consisting of c...
A weak pseudoline arrangement is a topological generalization of a line arrangement, consisting of c...
A weak pseudoline arrangement is a topological generalization of a line arrangement, consisting of c...
In the recent study of crossing numbers, drawings of graphs that can be extended to an arrangement o...
International audienceIn the recent study of crossing numbers, drawings of graphs that can be extend...
This thesis is about geometric drawings of graphs and their topological generalizations. First...
International audienceWe study the set of all pseudoline arrangements with contact points which cove...
International audienceWe study the set of all pseudoline arrangements with contact points which cove...
International audienceWe study the set of all pseudoline arrangements with contact points which cove...
An arrangement of pseudocircles is a finite collection of Jordan curves in the plane with the additi...
In the recent study of crossing numbers, drawings of graphs that can be extended to an arrangement o...
In the recent study of crossing numbers, drawings of graphs that can be extended to an arrangement o...
We consider arrangements of n pseudo-lines in the Euclidean plane where each pseudo-line ℓi is repre...
Let G be a graph topological embedded in the plane and let A be an arrangement of pseudolines inters...
Let G be a graph topological embedded in the plane and let A be an arrangement of pseudolines inters...
A weak pseudoline arrangement is a topological generalization of a line arrangement, consisting of c...
A weak pseudoline arrangement is a topological generalization of a line arrangement, consisting of c...
A weak pseudoline arrangement is a topological generalization of a line arrangement, consisting of c...
In the recent study of crossing numbers, drawings of graphs that can be extended to an arrangement o...
International audienceIn the recent study of crossing numbers, drawings of graphs that can be extend...
This thesis is about geometric drawings of graphs and their topological generalizations. First...
International audienceWe study the set of all pseudoline arrangements with contact points which cove...
International audienceWe study the set of all pseudoline arrangements with contact points which cove...
International audienceWe study the set of all pseudoline arrangements with contact points which cove...
An arrangement of pseudocircles is a finite collection of Jordan curves in the plane with the additi...
In the recent study of crossing numbers, drawings of graphs that can be extended to an arrangement o...
In the recent study of crossing numbers, drawings of graphs that can be extended to an arrangement o...
We consider arrangements of n pseudo-lines in the Euclidean plane where each pseudo-line ℓi is repre...
Let G be a graph topological embedded in the plane and let A be an arrangement of pseudolines inters...
Let G be a graph topological embedded in the plane and let A be an arrangement of pseudolines inters...