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PCB assembly: an efficient genetic algorithm for slot assignment and component pick and place sequence problems.

, and . Congress on Evolutionary Computation, page 1485-1492. IEEE, (2005)

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Multi-objective Go with the Winners Algorithm: A Preliminary Study., and . EMO, volume 3410 of Lecture Notes in Computer Science, page 206-220. Springer, (2005)Accurate classification of immunomodulatory RNA sequences., , , and . IJCNN, page 236-241. IEEE, (2017)A team of genetic algorithms for the multiple sequence alignment problem: preliminary results., and . SMC, page 1975-1980. IEEE, (2007)Application of the partial enumeration selection method in genetic algorithms to solving a multi-objective flowshop problem., , and . SMC, page 2365-2370. IEEE, (2001)An experimental study of the multi-objective Go with the Winners algorithm on the biobjective QAP with correlated flow matrices., and . SMC, page 1476-1481. IEEE, (2007)Multi-objective Flow-Shop: Preliminary Results., , and . EMO, volume 1993 of Lecture Notes in Computer Science, page 443-457. Springer, (2001)Optimal wavelength converter allocation: a new approach based MOEA., , , , and . LANC, page 41-48. ACM, (2009)An overview on evolutionary algorithms for many-objective optimization problems., , and . WIREs Data Mining Knowl. Discov., (2019)A multi-objective formulation of the team formation problem in social networks: preliminary results., and . GECCO, page 261-268. ACM, (2018)A Selection Scheme in Genetic Algorithms for a Complex Scheduling Problem., and . GECCO, page 1021-. Morgan Kaufmann, (2000)