DOIAbstract
International audienceWe consider the Monge transportation problem when the cost is the squared geodesic distance around a convex obstacle. We show that there exists at least one---and in general infinitely many---optimal transport maps
International audienceWe consider the Monge transportation problem when the cost is the squared geodesic distance around a convex obstacle. We show that there exists at least one---and in general infinitely many---optimal transport maps
Abstract. In this paper we analyze a mass transportation problem that consists in moving optimally (...
We consider Monge's optimal transportation in the case where the transportation cost is the symmetri...
These notes constitute a sort of Crash Course in Optimal Transport Theory. The different features of...
International audienceWe consider the Monge transportation problem when the cost is the squared geod...
International audienceWe consider the Monge transportation problem when the cost is the squared geod...
AbstractWe consider the Monge transportation problem when the cost is the squared geodesic distance ...
We consider the Monge transportation problem when the cost is the squared geodesic distance around a...
AbstractWe consider the Monge transportation problem when the cost is the squared geodesic distance ...
We address the Monge problem in metric spaces with a geodesic distance: (X, d) is a Polish space and...
We address the Monge problem in metric spaces with a geodesic distance: (X, d) is a Polish space and...
This paper deals with the existence of optimal transport maps for some optimal transport problems wi...
We prove existence of an optimal transport map in the Monge-Kantorovich problem associated to a cost...
We prove existence of an optimal transport map in the Monge-Kantorovich problem associated to a cost...
We prove existence of an optimal transport map in the Monge-Kantorovich problem associated to a cost...
This paper deals with the existence of optimal transport maps for some optimal transport problems wi...
Abstract. In this paper we analyze a mass transportation problem that consists in moving optimally (...
We consider Monge's optimal transportation in the case where the transportation cost is the symmetri...
These notes constitute a sort of Crash Course in Optimal Transport Theory. The different features of...
International audienceWe consider the Monge transportation problem when the cost is the squared geod...
International audienceWe consider the Monge transportation problem when the cost is the squared geod...
AbstractWe consider the Monge transportation problem when the cost is the squared geodesic distance ...
We consider the Monge transportation problem when the cost is the squared geodesic distance around a...
AbstractWe consider the Monge transportation problem when the cost is the squared geodesic distance ...
We address the Monge problem in metric spaces with a geodesic distance: (X, d) is a Polish space and...
We address the Monge problem in metric spaces with a geodesic distance: (X, d) is a Polish space and...
This paper deals with the existence of optimal transport maps for some optimal transport problems wi...
We prove existence of an optimal transport map in the Monge-Kantorovich problem associated to a cost...
We prove existence of an optimal transport map in the Monge-Kantorovich problem associated to a cost...
We prove existence of an optimal transport map in the Monge-Kantorovich problem associated to a cost...
This paper deals with the existence of optimal transport maps for some optimal transport problems wi...
Abstract. In this paper we analyze a mass transportation problem that consists in moving optimally (...
We consider Monge's optimal transportation in the case where the transportation cost is the symmetri...
These notes constitute a sort of Crash Course in Optimal Transport Theory. The different features of...
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