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- Q5659649 subject Q7019758.
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- Q5659649 abstract "In computer science and operations research, harmony search (HS) is a phenomenon-mimicking algorithm (also known as metaheuristic algorithm, soft computing algorithm or evolutionary algorithm) inspired by the improvisation process of musicians proposed by Zong Woo Geem in 2001. In the HS algorithm, each musician (= decision variable) plays (= generates) a note (= a value) for finding a best harmony (= global optimum) all together. Proponents claim the following merits: HS does not require differential gradients, thus it can consider discontinuous functions as well as continuous functions. HS can handle discrete variables as well as continuous variables. HS does not require initial value setting for the variables. HS is free from divergence. HS may escape local optima. HS may overcome the drawback of GA's building block theory which works well only if the relationship among variables in a chromosome is carefully considered. If neighbor variables in a chromosome have weaker relationship than remote variables, building block theory may not work well because of crossover operation. However, HS explicitly considers the relationship using ensemble operation. HS has a novel stochastic derivative applied to discrete variables, which uses musician's experiences as a searching direction. Certain HS variants do not require algorithm parameters such as HMCR and PAR, thus novice users can easily use the algorithm.↑ ↑ ↑".
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- Q5659649 comment "In computer science and operations research, harmony search (HS) is a phenomenon-mimicking algorithm (also known as metaheuristic algorithm, soft computing algorithm or evolutionary algorithm) inspired by the improvisation process of musicians proposed by Zong Woo Geem in 2001. In the HS algorithm, each musician (= decision variable) plays (= generates) a note (= a value) for finding a best harmony (= global optimum) all together.".
- Q5659649 label "Harmony search".