Yang, J. MJ. MYangCHIH-JEN LINKao, C. Y.C. Y.Kao2010-12-272018-07-052010-12-272018-07-052003http://ntur.lib.ntu.edu.tw//handle/246246/221386https://www.scopus.com/inward/record.uri?eid=2-s2.0-0036752160&doi=10.1080%2f03052150214019&partnerID=40&md5=585e37f22ae48de1b8d0963fc24c0beeThis paper studies an evolutionary algorithm for global optimization. Based on family competition and adaptive rules, the proposed approach consists of global and local strategies by integrating decreasing-based mutations and self-adaptive mutations. The proposed approach is experimentally analyzed by showing that its components can integrate with one another and possess good local and global properties. Following the description of implementation details, the approach is then applied to several widely used test sets, including problems from international contests on evolutionary optimization. Numerical results indicate that the new approach performs very robustly and is competitive with other well-known evolutionary algorithms.en-USAdaptive rules; Evolutionary algorithms; Family competition; Global optimization; Multiple mutation operatorsEvolutionary algorithms; Functions; Mathematical operators; Problem solving; Set theory; Adaptive rules; Family competition; Multiple mutation operators; Global optimizationjournal article10.1080/030521502140192-s2.0-0036752160