CAJ | 학술논문

本文在现有研究进展的基础上, 提出了一种用于求解多目标多模式运输问题(MOSTP)的最优折衷解的模糊规划方法, 该方法的特征是综合考虑了每个目标的边缘评价和所有目标的整体评价因素. 通过分配每个目标的权重将决策者的偏好充分体现到决策过程中, 并通过相应的折衷规划模型, 在对所有目标整体评价的基础上得到决策者所期望的折衷解. 由于采用广义的模糊目标集成算子, 该方法不仅对现有求解方法进行了扩展, 而且在求解方式上也更加灵活和切合实际. 最后采用实例论证了该方法的求解过程.
본문재현유연구진전적기출상, 제출료일충용우구해다목표다모식운수문제(MOSTP)적최우절충해적모호규화방법, 해방법적특정시종합고필료매개목표적변연평개화소유목표적정체평개인소. 통과분배매개목표적권중장결책자적편호충분체현도결책과정중, 병통과상응적절충규화모형, 재대소유목표정체평개적기출상득도결책자소기망적절충해. 유우채용엄의적모호목표집성산자, 해방법불부대현유구해방법진행료확전, 이차재구해방식상야경가령활화절합실제. 최후채용실례론증료해방법적구해과정.
Based on recent research developments in multi-objective solid transportation problem (MOSTP), this paper presents a fuzzy programming approach to determine the optimal compromise solution of MOSTP. The characteristic feature of the proposed approach is that various objectives are synthetically considered with marginal evaluation for individual objectives and global evaluation for all objectives. The decision-maker's preference is taken into account by his/her assigning weights to the objectives. With global evaluation for all objectives, a compromise programming model is formulated. As a generic aggregation operator is adopted, several solution methods proposed earlier become special cases of this approach, and the solution process also becomes more flexible and realistic. An illustrative numerical example is provided to demonstrate the approach.