2020
DOI: 10.1109/tevc.2019.2906927
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Multifactorial Evolutionary Algorithm With Online Transfer Parameter Estimation: MFEA-II

Abstract: Humans rarely tackle every problem from scratch. Given this observation, the motivation for the present work is to improve optimization performance through adaptive knowledge transfer across related problems. The scope for spontaneous transfers under the simultaneous occurrence of multiple problems unveils the benefits of multitasking. Multitask optimization has recently demonstrated competence in solving multiple (related) optimization tasks concurrently. Notably, in the presence of underlying relationships b… Show more

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Cited by 289 publications
(116 citation statements)
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“…In the literature, there exist a lot of works to apply MFEA to tackle real-world problems, such as complex supply chain network management [16], bi-level optimization problem [14], double-pole balancing problem [17], composites manufacturing problem [14,18], branch testing in software engineering [19], cloud computing service composition problem [20], pollution-routing problem [21], operational indices optimization of beneficiation process [22], and time series prediction problem [23].…”
Section: Related Work On Mtomentioning
confidence: 99%
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“…In the literature, there exist a lot of works to apply MFEA to tackle real-world problems, such as complex supply chain network management [16], bi-level optimization problem [14], double-pole balancing problem [17], composites manufacturing problem [14,18], branch testing in software engineering [19], cloud computing service composition problem [20], pollution-routing problem [21], operational indices optimization of beneficiation process [22], and time series prediction problem [23].…”
Section: Related Work On Mtomentioning
confidence: 99%
“…The most widely utilized one is probably genetic mechanisms, namely crossover and mutation. Specifically, several typical genetic strategies include SBX [6,17], ordered crossover [25], one-point crossover [26], guided differential evolutionary crossover [27], Gaussian mutation [6], swap mutation [25], polynomial mutation [17,28], and swap-change mutation [29]. The other three EAs, differential evolution (DE) [13,[30][31][32], particle swarm optimization (PSO) [31,[33][34][35], and genetic programming (GP) [23], are also utilized as fundamental algorithm for MTO paradigms.…”
Section: Multi-population Evolution Modelmentioning
confidence: 99%
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“…Currently, the research on EMT can approximately be summarized into three categories, the practical application of EMT (Sagarna and Ong, 2016;Yuan et al, 2016;Zhou et al, 2016;Cheng et al, 2017;Binh et al, 2018;Thanh et al, 2018;Lian et al, 2019;Wang et al, 2019) and the improved algorithm based on the MFEA framework (Bali et al, 2017;Feng et al, 2017;Wen and Ting, 2017;Joy et al, 2018;Tuan et al, 2018;Zhong et al, 2018;Binh et al, 2019;Liang et al, 2019;Yin et al, 2019;Yu et al, 2019;Zheng et al, 2019;Zhou et al, 2019) and the perfection of EMT theory (Gupta et al, 2016a;Hashimoto et al, 2018;Liu et al, 2018;Zhou et al, 2018;Bali et al, 2019;Chen et al, 2019;Feng et al, 2019;Huang et al, 2019;Shang et al, 2019;Song et al, 2019;Tang et al, 2019). From the above studies, a consensus can be summarized that efficiently utilizing the inter-task related information is the key to improve overall search efficiency in EMT.…”
Section: Introductionmentioning
confidence: 99%
“…In fact, intuitively, a classification rule trained by binary classifiers of one class can hopefully be utilized by another class as a rule component that can to some extent boost its own binary classification performance through recognizing the pattern of negative samples. According to the consideration above, this paper takes into account the Evolutionary Multitasking paradigm (Gupta et al, 2015(Gupta et al, , 2017Ong and Gupta, 2016;Bali et al, 2019) to facilitate the multi-classification avoiding output collision of binary classifiers by enhancing the knowledge transfer among multiple binary classifiers. Equipped with the capability of latent genetic transfer, Evolutionary Multitasking can resolve many optimization problems simultaneously by enabling the knowledge transfer among different problems through the unified chromosome representation.…”
Section: Introductionmentioning
confidence: 99%