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An improved performance metric for multiobjective evolutionary algorithms with user preferences.

, , and . CEC, page 908-915. IEEE, (2015)

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Research on Overlapping Individuals in MOEAs: Causation, Probability for Quantity and Influence on Assessment., , , , and . FSKD (2), page 14-19. IEEE Computer Society, (2009)A Restricted Genetic Algorithm based on Ascending of Tangent Planes., and . JCIS, Atlantis Press, (2006)An adaptation reference-point-based multiobjective evolutionary algorithm., , , , , , and . Inf. Sci., (2019)A predictive strategy based on special points for evolutionary dynamic multi-objective optimization., , , , and . Soft Comput., 23 (11): 3723-3739 (2019)Combine LHS with MOEA to Optimize Complex Pareto Set MOPs., , , and . ISICA, volume 5370 of Lecture Notes in Computer Science, page 107-116. Springer, (2008)A multi-objective evolutionary based on Hybrid Adaptive Grid Algorithm., , , and . ICNC, page 1237-1241. IEEE, (2011)A study on feature extraction of parallel immune genetic clustering algorithm based on clustering center optimization., , , and . ICNC, page 2264-2266. IEEE, (2010)Objective Reduction Based on the Least Square Method for Large-Dimensional Multi-objective Optimization Problem., , , and . ICNC (4), page 350-354. IEEE Computer Society, (2009)An Spanning Tree Based Method For Pruning Non-Dominated Solutions in Multi-Objective Optimization Problems., , , , and . SMC, page 4882-4887. IEEE, (2009)ETEA: A Euclidean Minimum Spanning Tree-Based Evolutionary Algorithm for Multi-Objective Optimization., , , and . Evolutionary Computation, 22 (2): 189-230 (2014)