2019
DOI: 10.1155/2019/6871298
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A Modified Dragonfly Optimization Algorithm for Single- and Multiobjective Problems Using Brownian Motion

Abstract: The dragonfly algorithm (DA) is one of the optimization techniques developed in recent years. The random flying behavior of dragonflies in nature is modeled in the DA using the Levy flight mechanism (LFM). However, LFM has disadvantages such as the overflowing of the search area and interruption of random flights due to its big searching steps. In this study, an algorithm, known as the Brownian motion, is used to improve the randomization stage of the DA. The modified DA was applied to 15 single-objective and … Show more

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Cited by 57 publications
(27 citation statements)
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“…Reference [17] stated that although using the Lévy flight improves the performance of DA, however, it may cause very long steps. In the mentioned reference, to avoid this drawback, Brownian motion was used in place of Lévy flight.…”
Section: Overview Of Dragonfly Algorithmmentioning
confidence: 99%
“…Reference [17] stated that although using the Lévy flight improves the performance of DA, however, it may cause very long steps. In the mentioned reference, to avoid this drawback, Brownian motion was used in place of Lévy flight.…”
Section: Overview Of Dragonfly Algorithmmentioning
confidence: 99%
“…This algorithm has special characteristics including the low number of setting parameters, compatible with continuous and discrete optimizations, and access to local and global operators of the search. The movement of each dragonfly is influenced by five factors, which are explained by the following [33,34].…”
Section: Improved Optimization Based On Mdamentioning
confidence: 99%
“…Reference [17] stated that although using the Lévy flight improves the performance of DA, however, it might cause very long steps. In the mentioned reference, to avoid this drawback, Brownian motion was used in place of Lévy flight.…”
Section: = ∑ =1mentioning
confidence: 99%