International audienceThe Stochastic Close-Enough Arc Routing Problem (SCEARP) is a challenging problem where utility companies seek for a minimum-cost tour in order to collect meter consumption remotely. The stochasticity lies in the uncertainty of collecting data due to failed transmissions. In this article, we propose a mathematical formulation for this problem. We introduce some preprocessing properties, develop an exact method and several heuristics. Computational results from experiments are presented and analyzed
This paper considers the stochastic capacitated arc routing problem (SCARP), obtained by taking rand...
International audienceThe Capacitated Arc Routing Problem (CARP) is a combinatorial optimization pro...
editorial reviewedArc routing problems arise in applications such as postal delivery services or was...
International audienceThe Stochastic Close-Enough Arc Routing Problem (SCEARP) is a challenging prob...
International audienceThe Stochastic Close-Enough Arc Routing Problem (SCEARP) is a challenging prob...
International audienceThe Stochastic Close-Enough Arc Routing Problem (SCEARP) is a challenging prob...
International audienceThe Stochastic Close-Enough Arc Routing Problem (SCEARP) is a challenging prob...
International audienceThe Stochastic Close-Enough Arc Routing Problem (SCEARP) is a challenging prob...
International audienceThe Stochastic Close-Enough Arc Routing Problem (SCEARP) is a challenging prob...
International audienceThe close-enough arc routing problem has an interesting real-life application ...
This paper deals with the Stochastic Capacitated Arc Routing Problem (SCARP), obtained by randomizin...
This paper deals with the Stochastic Capacitated Arc Routing Problem (SCARP), obtained by randomizin...
This paper considers the stochastic capacitated arc routing problem (SCARP), obtained by taking rand...
This paper considers the stochastic capacitated arc routing problem (SCARP), obtained by taking rand...
Network routing problems are often modeled with the assumption that the network structure is determi...
This paper considers the stochastic capacitated arc routing problem (SCARP), obtained by taking rand...
International audienceThe Capacitated Arc Routing Problem (CARP) is a combinatorial optimization pro...
editorial reviewedArc routing problems arise in applications such as postal delivery services or was...
International audienceThe Stochastic Close-Enough Arc Routing Problem (SCEARP) is a challenging prob...
International audienceThe Stochastic Close-Enough Arc Routing Problem (SCEARP) is a challenging prob...
International audienceThe Stochastic Close-Enough Arc Routing Problem (SCEARP) is a challenging prob...
International audienceThe Stochastic Close-Enough Arc Routing Problem (SCEARP) is a challenging prob...
International audienceThe Stochastic Close-Enough Arc Routing Problem (SCEARP) is a challenging prob...
International audienceThe Stochastic Close-Enough Arc Routing Problem (SCEARP) is a challenging prob...
International audienceThe close-enough arc routing problem has an interesting real-life application ...
This paper deals with the Stochastic Capacitated Arc Routing Problem (SCARP), obtained by randomizin...
This paper deals with the Stochastic Capacitated Arc Routing Problem (SCARP), obtained by randomizin...
This paper considers the stochastic capacitated arc routing problem (SCARP), obtained by taking rand...
This paper considers the stochastic capacitated arc routing problem (SCARP), obtained by taking rand...
Network routing problems are often modeled with the assumption that the network structure is determi...
This paper considers the stochastic capacitated arc routing problem (SCARP), obtained by taking rand...
International audienceThe Capacitated Arc Routing Problem (CARP) is a combinatorial optimization pro...
editorial reviewedArc routing problems arise in applications such as postal delivery services or was...