数学优化
多目标优化
中心(范畴论)
计算机科学
序列(生物学)
工程优化
缩放比例
最优化问题
数学
化学
几何学
生物
遗传学
结晶学
作者
Franklin Y. Cheng,X. S. Li
标识
DOI:10.1080/03052159908941390
摘要
Abstract This paper presents a new approach to multiobjective engineering optimization: the generalized center method (GCM). A multiobjective problem is solved by calculating the centers of a sequence of level sets. These sets comprise intersections of the original constraints and level constraints imposed on objective functions. In view of the different dimensions and conflicting nature of multiple objectives, some scaling and trade-off procedures are implemented. Several engineering optimization examples are given to demonstrate the effectiveness of the proposed method. Keywords: Multiobjective optimizationgeneralized center methodminimax problemsmooth approximationPareto optimal settrade-off factor Additional informationNotes on contributorsF. Y. CHENG corresponding authorn.
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