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A NEW METHOD FOR FINDING MAJOR EFFICIENT SOLUTIONS AND MAJOR OPTIMAL SOLUTIONS OF DISCRETE MULTIOBJECTIVE PROGRAMMING

机译:求解离散多目标规划的主要有效解和主要最优解的新方法

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摘要

Major efficiency is an efficiency theory of multiobjective programming, which is based on the law of majority. For the case that the feasible region is a finite set, paper gave a comparison-number method for finding major efficient solutions and major optimal solutions. This paper represents a new method to solve the same problem. The new method is based on a concept of efficient equivalence point set. We give the definition of efficient equivalence point set, discuss the relationship between it and major efficiency, and present a new approach to find major efficient (optimal) solutions.
机译:主要效率是基于多数定律的多目标规划效率理论。对于可行域为有限集的情况,本文提出了一种比较数法来寻找主要有效解和主要最优解。本文提出了一种解决相同问题的新方法。新方法基于有效等效点集的概念。我们给出了有效等价点集的定义,讨论了它与主要效率之间的关系,并提出了一种寻找主要有效(最优)解决方案的新方法。

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