2013
DOI: 10.1109/tevc.2012.2185702
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A Hybrid Multiobjective Evolutionary Algorithm for Multiobjective Optimization Problems

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Cited by 154 publications
(55 citation statements)
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“…Furthermore, the other parameters are set as described in the comparison algorithm. Three evaluation criteria [8] as two set coverage (C), generational distance metric (GD) and space metric (SP) are used together to test the performance of each algorithm. For fair comparison, each algorithm is run independently 40 times and the algorithm stops when the number of function evaluation per run reaches 25000.…”
Section: Constrained Multi-objective Optimization Algorithm Based On mentioning
confidence: 99%
“…Furthermore, the other parameters are set as described in the comparison algorithm. Three evaluation criteria [8] as two set coverage (C), generational distance metric (GD) and space metric (SP) are used together to test the performance of each algorithm. For fair comparison, each algorithm is run independently 40 times and the algorithm stops when the number of function evaluation per run reaches 25000.…”
Section: Constrained Multi-objective Optimization Algorithm Based On mentioning
confidence: 99%
“…. , }, the maximum iterations max , the selection probability of each neighborhood to be fl 1/ , the iteration number fl 0, the external archive to be empty, and = 0. while ≤ //q is the sum of candidate neighborhoods (5) fl ℎ( 0 , ) //perform multi-objective local search on 0 in and obtains a set of non-dominated solutions (6) fl ℎ V ( , ) //update the external archive with (7) fl + 1 (8) end while (9) while < max (10) fl ℎ ℎ ( ) //select a neighborhood based on selection probabilities (11) Multi-objective local search: Phase I -neighborhood search: (12) fl ( ) //randomly select a solution from (13) fl ℎ ( , ) //a random solution is generated in neighborhood (14) 1 fl ℎ( , ) //perform multi-objective local search on in (15) Multi-objective local search: Phase II -path relinking:…”
Section: Pabovns Algorithmmentioning
confidence: 99%
“…Tang et al (2014b). Dealing with multiple criteria, three approaches may be used, including aggregating approaches, population-based approaches and Pareto-based approaches (Tang and Wang 2013). In this research, we focus on finding Pareto front solutions, as the search space is very large and exact methods will be so time-consuming for largesized instances.…”
Section: Solution Approachmentioning
confidence: 99%