2015
DOI: 10.3846/13926292.2015.1088903
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Parallel Optimization Algorithm for Competitive Facility Location

Abstract: A stochastic search optimization algorithm is developed and applied to solve a bi-objective competitive facility location problem for firm expansion. Parallel versions of the developed algorithm for shared-and distributed-memory parallel computing systems are proposed and experimentally investigated by approximating the Pareto front of the competitive facility location problem of different scope. It is shown that the developed algorithm has advantages against its precursor in the sense of the precision of appr… Show more

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Cited by 8 publications
(4 citation statements)
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References 23 publications
(25 reference statements)
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“…Problem-specific heuristics, other heuristics, matheuristics, and multi-search algorithms: Problem-specific heuristics have been parallelized for a variety of optimization problems, including a graph theory problem [Dobrian et al, 2011], TSPs [Ozden et al, 2017, Ismail et al, 2011, a FSSP [Bożejko, 2009], a facility location problem [Lancinskas et al, 2015], a mixed integer linear program [Koc and Mehrotra, 2017], and several other problems [Redondo et al, 2016, Hemmelmayr, 2015, Benedicic et al, 2014, Gomes et al, 2008, Baumelt et al, 2016, Luo et al, 2015. We found four studies which parallelize heuristics that differ from all types described above: an agent-based heuristic [Benedicic et al, 2014], an auction-based heuristic [Sathe et al, 2012], a Monte Carlo simulation inside a heuristic-randomization process [Juan et al, 2013], and a random search algorithm [Sancı and İşler, 2011].…”
Section: Population-based Metaheuristicsmentioning
confidence: 99%
“…Problem-specific heuristics, other heuristics, matheuristics, and multi-search algorithms: Problem-specific heuristics have been parallelized for a variety of optimization problems, including a graph theory problem [Dobrian et al, 2011], TSPs [Ozden et al, 2017, Ismail et al, 2011, a FSSP [Bożejko, 2009], a facility location problem [Lancinskas et al, 2015], a mixed integer linear program [Koc and Mehrotra, 2017], and several other problems [Redondo et al, 2016, Hemmelmayr, 2015, Benedicic et al, 2014, Gomes et al, 2008, Baumelt et al, 2016, Luo et al, 2015. We found four studies which parallelize heuristics that differ from all types described above: an agent-based heuristic [Benedicic et al, 2014], an auction-based heuristic [Sathe et al, 2012], a Monte Carlo simulation inside a heuristic-randomization process [Juan et al, 2013], and a random search algorithm [Sancı and İşler, 2011].…”
Section: Population-based Metaheuristicsmentioning
confidence: 99%
“…2 pav.). Po kiekvienu vaizdu pateikiama santykinės paklaidos reikšmė [11,12]. Čia atvaizduoti ligandai, pritaikius genetinį algoritmą daugiamatėms skalėms.…”
Section: Eksperimentinis Tyrimasunclassified
“…To address the shortcomings of the PPE algorithm, we attempt to use parallel method to improve [21,22]. Predecessors have done a lot of work in parallel optimization algorithm research over the years, such as parallel particle swarm optimization (PPSO) [23], parallel genetic algorithm (PGA) [24], parallel ant colony algorithm (PACO) [25][26][27], and parallel differential evolution algorithm (PDE) [28].…”
Section: Introductionmentioning
confidence: 99%