We prove the stability of optimal traffic plans in branched transport. In particular, we show that any limit of optimal traffic plans is optimal as well. This result goes beyond the Eulerian stability proved in [7], extending it to the Lagrangian framework
This work is devoted to the theoretical and numerical aspects of shape optimization. The first part ...
We propose a mathematical model to study the water usage for the irrigation of given farmland to gua...
In this paper we examine the stability of an irrigation canal system. The system considered is a sin...
International audienceWe prove the stability of optimal traffic plans in branched transport. In part...
We show in full generality the stability of optimal transport paths in branched transport: namely, w...
We show in full generality the stability of optimal transport paths in branched transport: namely, w...
The irrigation problem is the problem of finding an efficient way to transport a measure μ+ onto a m...
Models involving branched structures are employed to describe several supply-demand systems such as ...
The Gilbert-Steiner problem is a mass transportation problem, where the cost of the transportation d...
The transportation problem can be formalized as the problem of finding the optimal way to transport ...
The Gilbert−Steiner problem is a mass transportation problem, where the cost of the transp...
A branched structure is observable in draining and irrigation systems, in electric power supply syst...
We prove that optimal traffic plans for the mailing problem in Rd are stable with respect to variati...
This thesis models irrigation structures such as leaves venation, blood veins, lungs, etc. A model g...
In this thesis we prove several results on the structure of solutions to optimal transportation prob...
This work is devoted to the theoretical and numerical aspects of shape optimization. The first part ...
We propose a mathematical model to study the water usage for the irrigation of given farmland to gua...
In this paper we examine the stability of an irrigation canal system. The system considered is a sin...
International audienceWe prove the stability of optimal traffic plans in branched transport. In part...
We show in full generality the stability of optimal transport paths in branched transport: namely, w...
We show in full generality the stability of optimal transport paths in branched transport: namely, w...
The irrigation problem is the problem of finding an efficient way to transport a measure μ+ onto a m...
Models involving branched structures are employed to describe several supply-demand systems such as ...
The Gilbert-Steiner problem is a mass transportation problem, where the cost of the transportation d...
The transportation problem can be formalized as the problem of finding the optimal way to transport ...
The Gilbert−Steiner problem is a mass transportation problem, where the cost of the transp...
A branched structure is observable in draining and irrigation systems, in electric power supply syst...
We prove that optimal traffic plans for the mailing problem in Rd are stable with respect to variati...
This thesis models irrigation structures such as leaves venation, blood veins, lungs, etc. A model g...
In this thesis we prove several results on the structure of solutions to optimal transportation prob...
This work is devoted to the theoretical and numerical aspects of shape optimization. The first part ...
We propose a mathematical model to study the water usage for the irrigation of given farmland to gua...
In this paper we examine the stability of an irrigation canal system. The system considered is a sin...
DOI
Add to ORKG