2019
DOI: 10.1016/j.swevo.2018.10.010
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A clonal selection algorithm for dynamic multimodal function optimization

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Cited by 46 publications
(29 citation statements)
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“…We also note that Luo et al [26] proposed a clonal selection method for dynamic multimodal optimization problems and proved the effectiveness of the method. When the global peaks of the problem change with time, how to use the forgetting mechanism to quickly adapt to the new height of global peaks and forget the outdated experience in time will be our future research direction.…”
Section: Resultsmentioning
confidence: 61%
“…We also note that Luo et al [26] proposed a clonal selection method for dynamic multimodal optimization problems and proved the effectiveness of the method. When the global peaks of the problem change with time, how to use the forgetting mechanism to quickly adapt to the new height of global peaks and forget the outdated experience in time will be our future research direction.…”
Section: Resultsmentioning
confidence: 61%
“…[3], [81], [124]- [130] Moving valleys benchmark (MVB) c [131] Gaussian peaks benchmark (GPB) [15], [132] MPBs with local environmental changes d [133], [134] MPBs with cyclic and pendulum changes e [135]- [138] Multimodal MPB f [139] MPBs with varying number of peaks [140]- [143] MPBs whose peaks have different change severity g [186] Constrained MPBs h [187], [188] Modular MPBs i [144], [145], [173] DRPBG j [6], [75], [97], [106], [111], [114], [115], [146]- [148], [150]- [172], [174] Free [189]. Each peak has its own shift, height, and width severity values which result in generating peaks with different levels of robustness.…”
Section: Discussion On Dop Benchmarksmentioning
confidence: 99%
“…In many DOP algorithms, especially multi-population methods, covering multiple optima is done in order to increase and maintain overall diversity, and accelerate the process of finding new global optimum after environmental changes. In [50], a multimodal version of MPB with multiple global optima is proposed. In this benchmark, a predefined number of components are global optima whose heights are constant over time, and only their locations and widths are time varying.…”
Section: B Dop Benchmarks Whose Landscape Is Formed By Joining Severmentioning
confidence: 99%