International audienceBoth optimal transport and minimal surfaces have received much attention in recent years. We show that the methodology introduced by Kantorovich on the Monge problem can, surprisingly, be adapted to questions involving least area, e.g. Plateau type problems as investigated by Federer
Cette thèse est dédiée à l'étude des problèmes de transport optimal, alternative au problème de Mong...
International audienceWe present an adaptation of the MA-LBR scheme to the Monge-Ampère equation wit...
This thesis is devoted to to the study of optimal transport problems, alternative to the so called M...
International audienceBoth optimal transport and minimal surfaces have received much attention in re...
International audienceBoth optimal transport and minimal surfaces have received much attention in re...
International audienceBoth optimal transport and minimal surfaces have received much attention in re...
We find the behavior of the solution of the optimal transport problem for the Euclidean distance (an...
39 pagesWe present a general method, based on conjugate duality, for solving a convex minimization p...
39 pagesWe present a general method, based on conjugate duality, for solving a convex minimization p...
International audienceWe study the entropic regularization of the optimal transport problem in dimen...
International audienceThe question of which costs admit unique optimizers in the Monge-Kantorovich p...
We study the entropic regularization of the optimal transport problem in dimension 1 when the cost f...
The Monge-Kantorovich problem for the infinite Wasserstein distance presents several peculiarities. ...
AbstractThe Monge-Kantorovich problem is equivalent to the problem of finding 1-currents with fixed ...
International audienceThe question of which costs admit unique optimizers in the Monge-Kantorovich p...
Cette thèse est dédiée à l'étude des problèmes de transport optimal, alternative au problème de Mong...
International audienceWe present an adaptation of the MA-LBR scheme to the Monge-Ampère equation wit...
This thesis is devoted to to the study of optimal transport problems, alternative to the so called M...
International audienceBoth optimal transport and minimal surfaces have received much attention in re...
International audienceBoth optimal transport and minimal surfaces have received much attention in re...
International audienceBoth optimal transport and minimal surfaces have received much attention in re...
We find the behavior of the solution of the optimal transport problem for the Euclidean distance (an...
39 pagesWe present a general method, based on conjugate duality, for solving a convex minimization p...
39 pagesWe present a general method, based on conjugate duality, for solving a convex minimization p...
International audienceWe study the entropic regularization of the optimal transport problem in dimen...
International audienceThe question of which costs admit unique optimizers in the Monge-Kantorovich p...
We study the entropic regularization of the optimal transport problem in dimension 1 when the cost f...
The Monge-Kantorovich problem for the infinite Wasserstein distance presents several peculiarities. ...
AbstractThe Monge-Kantorovich problem is equivalent to the problem of finding 1-currents with fixed ...
International audienceThe question of which costs admit unique optimizers in the Monge-Kantorovich p...
Cette thèse est dédiée à l'étude des problèmes de transport optimal, alternative au problème de Mong...
International audienceWe present an adaptation of the MA-LBR scheme to the Monge-Ampère equation wit...
This thesis is devoted to to the study of optimal transport problems, alternative to the so called M...