[EN] Arc routing problems on mixed graphs have been modelled in the literature either using just one variable per edge or associating to each edge two variables, each one representing its traversal in the corresponding direction. In this paper, and using the mixed general routing problem as an example, we compare theoretical and computationally both formulations as well as the lower bounds obtained from them using Linear Programming based methods. Extensive computational experiments, including some big and newly generated random instances, are presented.Authors want to thank two anonymous referees for their careful reading of the manuscript. Also we thank the support given by the Ministerio de Ciencia y Tecnología of Spain through Grant TIC...
We show that any alpha(n)-approximation algorithm for the n-vertex metric asymmetric Traveling Sales...
International audienceThe close-enough arc routing problem has an interesting real-life application ...
Arc routing problems are prevalent in our world today. They are important to society and businesses ...
[EN] Arc routing problems on mixed graphs have been modelled in the literature either using just one...
This paper presents a linear formulation, valid inequalities, and a lower bounding procedure for the...
[EN] In Arc Routing Problems, ARPs, the aim is to find on a graph a minimum cost traversal satisfyin...
The close-enough arc routing problem is a generalization of the classic arc routing problem and it h...
The Node, Edge, and Arc Routing Problem (NEARP) was defined by Prins and Bouchenoua in 2004, althoug...
El objetivo de este artículo es ofrecer una visión general de la situación actual de la investigació...
-The Node, Edge, and Arc Routing Problem (NEARP) was defined by Prins and Bouchenoua in 2004 along w...
The final publication is available at Springer via http://dx.doi.org/10.1007/s11750-017-0437-4This p...
This thesis is about using exact optimization algorithms to solve the routing problemknown as the Mi...
This thesis is about using exact optimization algorithms to solve the routing problemknown as the Mi...
be published by SIAM. Abstract. This chapter is devoted to surveying aspects of computational com-pl...
[EN] Arc routing problems (ARPs) consist of finding a traversal on a graph satisfying some condition...
We show that any alpha(n)-approximation algorithm for the n-vertex metric asymmetric Traveling Sales...
International audienceThe close-enough arc routing problem has an interesting real-life application ...
Arc routing problems are prevalent in our world today. They are important to society and businesses ...
[EN] Arc routing problems on mixed graphs have been modelled in the literature either using just one...
This paper presents a linear formulation, valid inequalities, and a lower bounding procedure for the...
[EN] In Arc Routing Problems, ARPs, the aim is to find on a graph a minimum cost traversal satisfyin...
The close-enough arc routing problem is a generalization of the classic arc routing problem and it h...
The Node, Edge, and Arc Routing Problem (NEARP) was defined by Prins and Bouchenoua in 2004, althoug...
El objetivo de este artículo es ofrecer una visión general de la situación actual de la investigació...
-The Node, Edge, and Arc Routing Problem (NEARP) was defined by Prins and Bouchenoua in 2004 along w...
The final publication is available at Springer via http://dx.doi.org/10.1007/s11750-017-0437-4This p...
This thesis is about using exact optimization algorithms to solve the routing problemknown as the Mi...
This thesis is about using exact optimization algorithms to solve the routing problemknown as the Mi...
be published by SIAM. Abstract. This chapter is devoted to surveying aspects of computational com-pl...
[EN] Arc routing problems (ARPs) consist of finding a traversal on a graph satisfying some condition...
We show that any alpha(n)-approximation algorithm for the n-vertex metric asymmetric Traveling Sales...
International audienceThe close-enough arc routing problem has an interesting real-life application ...
Arc routing problems are prevalent in our world today. They are important to society and businesses ...