2019
DOI: 10.1007/s11227-019-03044-9
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Self-adaptive collective intelligence-based mutation operator for differential evolution algorithms

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Cited by 5 publications
(3 citation statements)
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References 28 publications
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“…Thus, the proposed CI mutation operator may guide the donor vector towards potential better searching areas compared with DE/rand/1 and other mutation strategies. In this paper, the whole self-adaption of m could be described as follows [63]: (1) generate the probability p i of exponentially distributed random number whose mean is µ for each target vector i; (2) generate m i for ith target vector according to p i by using roulette wheel selection; (3) if a better trial vector is obtained, the m i value would be added into the successful record which is named as S m ; (4) estimate the mean value µ of the successful record S m ; (5) go to step (1). The process of CI-based mutation strategy on a 2D parameter space is shown Fig.…”
Section: B Evolutionary Operations Of Sacide-rmentioning
confidence: 99%
“…Thus, the proposed CI mutation operator may guide the donor vector towards potential better searching areas compared with DE/rand/1 and other mutation strategies. In this paper, the whole self-adaption of m could be described as follows [63]: (1) generate the probability p i of exponentially distributed random number whose mean is µ for each target vector i; (2) generate m i for ith target vector according to p i by using roulette wheel selection; (3) if a better trial vector is obtained, the m i value would be added into the successful record which is named as S m ; (4) estimate the mean value µ of the successful record S m ; (5) go to step (1). The process of CI-based mutation strategy on a 2D parameter space is shown Fig.…”
Section: B Evolutionary Operations Of Sacide-rmentioning
confidence: 99%
“…In [37], m is just designed as a random integer within [1,NP], resulting in a randomly generated integer which obeys exponential distribution. In another work [22], m was developed as an exponential-distributed random number self-adapted alongside evolution. In order to improve the performance of the proposed mutation operator, we would like to present a new self-learning adjusting method for m. Initially, at each iteration, m is randomized within [1,NP] and rounded as an integer for each donor vector.…”
Section: A Mutationmentioning
confidence: 99%
“…Moreover, DE and similar algorithms have been used to optimize ANNs [8], [9], [21]. However, the performances of DE algorithms need more improvements [22], [23].…”
Section: Introductionmentioning
confidence: 99%