2020
DOI: 10.1016/j.aeue.2019.153019
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Design and implementation of sharp edge FIR filters using hybrid differential evolution particle swarm optimization

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Cited by 24 publications
(12 citation statements)
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References 35 publications
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“…Too et al (2019) invented BPSODE where the strength of binary PSO (BPSO) and binary DE (BDE) are inherited and computed in sequence. Dash et al (2020) proposed HDEPSO in which three DE operations (mutation, modified crossover and selection) are fused with the best particles of PSO for enhancing global searching ability. Parouha and Verma (2021) proposed innovative hybrid algorithm of DE and PSO for bound-unconstrained optimization and ELD problem with or without valve point effects.…”
Section: Masmentioning
confidence: 99%
“…Too et al (2019) invented BPSODE where the strength of binary PSO (BPSO) and binary DE (BDE) are inherited and computed in sequence. Dash et al (2020) proposed HDEPSO in which three DE operations (mutation, modified crossover and selection) are fused with the best particles of PSO for enhancing global searching ability. Parouha and Verma (2021) proposed innovative hybrid algorithm of DE and PSO for bound-unconstrained optimization and ELD problem with or without valve point effects.…”
Section: Masmentioning
confidence: 99%
“…52,53 Because of different optimization algorithms have different search behaviors and advantages. Therefore, in order to enhance performance of DE and PSO, lots of its hybrid algorithms are presented in the literature as follows: DEPSO, 54 DE-PSO, 55 evolving cognitive and social experience in PSO through DE, 56 HPSDE, 57 DEPSO, 58 HPSO-DE, 59 DEPSO, 60 DPD, 61 HNTVPSO-RBSADE, 62 MBDE, 63 DE-PSO-DE, 64 DE-PSO, 65 DEMPSO, 66 SAPSO-mSADE, 67 BPSODE, 68 HDEPSO, 69 and improved QPSO. 70 Nevertheless, to overcome their individual shortcomings, either the solution leads to a premature convergence or stacks at some local optima, hybrid techniques are now more favored over their individual effort.…”
Section: Related Workmentioning
confidence: 99%
“…It has been highlighted by [5,20] that the MOEA/D does not produce good quality and a well-distributed optimization in problems with complicated Pareto optimal front shapes. Such problems are problems with long tail or sharp peak [5,20], which qualifies the complexity of real-world problems, like the Sharp Edge FIR Filters Design problem [21], Mitigation of Power Oscillations problem [22], and a Long Tail problem in Recommender System [23]. Several researchers proposed improvements on the MOEA/D to overcome the issues mentioned above.…”
Section: Introductionmentioning
confidence: 99%