2015
DOI: 10.1016/j.amc.2014.10.123
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A multi-start variable neighborhood search for solving the single path multicommodity flow problem

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Cited by 12 publications
(19 citation statements)
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“…As introduced above, it is NP-hard to find an optimal solution or even to give a constant-factor approximation to the unsplittable flow problem. Thus, the literature investigated various randomized search procedures such as genetic algorithms (Cox 1991;Masri et al 2019), tabu search (Anderson et al 1993;Laguna and Glover 1993;Xu et al 1997), local search and GRASP (Santos et al 2010(Santos et al , 2013aAlvelos and Valério de Carvalho 2007;Masri et al 2015Masri et al , 2019 or ant colony optimization (Li et al 2010;Masri et al 2011). One of the major difficulties encountered when solving the unsplittable flow problem with a meta-heuristic is to efficiently create useful paths for the commodities.…”
Section: Meta-heuristicsmentioning
confidence: 99%
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“…As introduced above, it is NP-hard to find an optimal solution or even to give a constant-factor approximation to the unsplittable flow problem. Thus, the literature investigated various randomized search procedures such as genetic algorithms (Cox 1991;Masri et al 2019), tabu search (Anderson et al 1993;Laguna and Glover 1993;Xu et al 1997), local search and GRASP (Santos et al 2010(Santos et al , 2013aAlvelos and Valério de Carvalho 2007;Masri et al 2015Masri et al , 2019 or ant colony optimization (Li et al 2010;Masri et al 2011). One of the major difficulties encountered when solving the unsplittable flow problem with a meta-heuristic is to efficiently create useful paths for the commodities.…”
Section: Meta-heuristicsmentioning
confidence: 99%
“…In Laguna and Glover (1993) and Masri et al (2015) the k shortest paths are precomputed for each commodity using the algorithm of Yen (1971). The search space of their meta-heuristics is restrained to the space of solutions using only those paths.…”
Section: Meta-heuristicsmentioning
confidence: 99%
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“…Comprehensive surveys on the approaches to solve multi-commodity flow problems (MCFP) and their variants are provided in [14], [15]. In [16], unsplittable flow and single path MCFPs are studied. Our approach extends this by dealing with the problem of flow variation over time and solves an MCFP as a subproblem.…”
Section: Related Workmentioning
confidence: 99%