2014 7th International Conference on Biomedical Engineering and Informatics 2014
DOI: 10.1109/bmei.2014.7002910
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Reference point-based evolutionary multi-objective optimization for reversible logic circuit synthesis

Abstract: In this paper, Reversible logic circuit synthesis is formulated as a quantum cost-minimization problem with equality constraint. A new reference-point based evolutionary multi-objective method R-EMO-RLC is specially designed to attack the equality constraint. First, the reference point is determined dynamically according the distribution of solutions. Then, a new crowding comparative operator is fabricated to adapt the uncertainty of constraint violation and objective value aroused by variable length encoding.… Show more

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Cited by 2 publications
(1 citation statement)
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“…One application that gained some publicity was reported in Chikumbo et al (2012) and concerned solving a land use management problem in New Zealand, which comprised 14 objectives and 3,150 integer variables. Some other applications using RP-based EMO, in particular R-NSGA-II that can be found are logistics network design (Rajabalipour et al , 2014), reversible logic circuit design (Wang and Wang, 2014) and work-flow scheduling in computing grid (Garg, 2011; Garg and Singh, 2012; Navaz and Ansari, 2012) or cloud computing (Verma and Kaushal, 2015). In manufacturing, there are very few reported applications of R-NSGA-II, except, for instance, tool sequence and parameter optimization of rough milling (Churchill et al , 2013a, 2013b).…”
Section: Dr-augmented R-nsga-iimentioning
confidence: 99%
“…One application that gained some publicity was reported in Chikumbo et al (2012) and concerned solving a land use management problem in New Zealand, which comprised 14 objectives and 3,150 integer variables. Some other applications using RP-based EMO, in particular R-NSGA-II that can be found are logistics network design (Rajabalipour et al , 2014), reversible logic circuit design (Wang and Wang, 2014) and work-flow scheduling in computing grid (Garg, 2011; Garg and Singh, 2012; Navaz and Ansari, 2012) or cloud computing (Verma and Kaushal, 2015). In manufacturing, there are very few reported applications of R-NSGA-II, except, for instance, tool sequence and parameter optimization of rough milling (Churchill et al , 2013a, 2013b).…”
Section: Dr-augmented R-nsga-iimentioning
confidence: 99%