In order to solve the multiobjective flexible decision problem , this paper presents the interactive maximin method 为解决多目标柔性决策问题,本文设计了交互式的maximin方法。
Connectedness of the super efficient solution set of multiobjective optimization with cone upper semicontinuous cone quasiconvex set - valued mapping 锥挠动意义下弱有效解的上半连续性
Firstly , the development of control theory , especially the development of h2 / h multiobjective control theory is introduced 本文首先回顾了鲁棒控制理论的发展及h ~ 2 / h ~混合控制的发展。
Using the - level sets of fuzzy numbers , the corresponding nonfuzzy - multiobjective line fractional programming problem is introduced 使用-水平集,建立了对应的-多目标规划模型。
On the connectedness of the set of weakly efficient solutions for cone - continuous and cone - quasiconcave multiobjective programming problem 锥连续锥拟凹多目标规划问题弱有效解集的连通性
Connectedness of the super efficient solution sets of multiobjective optimization problems with cone upper wemicontinuous set - valued mapping 锥上半连续集值映射多目标优化问题超有效解集的连通性
Sub - weakly major efficient solution of multiobjective programming is introduced on the basis of weakly major efficient solution 摘要在多目标规划的弱较多有效解的基础上,引进了它的次弱较多有效解概念。
Developed iimom , providing a complete and effective solution for the medium and small scale multiobjective optimization problems 提出了智能交互式多目标设计方法,为中小型多目标优化问题给出了完善、有效的解决方案。
Timetabling problem ( tp ) is a multiobjective combination optimization problem with constraints , and also has been proved np - completed 排课问题是一个有约束的、多目标的组合优化问题,并且已经被证明为一个np完全问题。
The calculation demonstrates that , comparing with the single objective model and the determinate model , the multiobjective model reflects facts more reasonably 结果表明,该模型较之单目标模型和确定性模型更能合理反映实际情况。