多目标协商模型的标量化方法
发布时间:2018-12-17 07:11
【摘要】:多目标协商问题是协商理论的一个新的研究领域.本文讨论了由Bronisz和Krus提出的多目标协商模型和Bronisz-Krus-协商解概念,构造了由Bronisz-Krus多目标协商模型诱导的单目标协商模型并对其提出了一套公理系统和引入了Raiffa一协商解概念,讨论了诱导结局空间的性质,,给出了Bronisz-Krus多目标协商模型与其诱导的单目标协商模型在某种意义下的等价性,即Bronisz-Krus-协商解与Raiffa-协商解可以互相确定,并给出了这种相互确定的关系式.
[Abstract]:Multi-objective negotiation problem is a new research field of negotiation theory. This paper discusses the concept of multi-objective negotiation model and Bronisz-Krus- negotiation solution proposed by Bronisz and Krus. In this paper, the uniobjective negotiation model induced by Bronisz-Krus multiobjective negotiation model is constructed, and a set of axioms for it is proposed. The concept of Raiffa-negotiation solution is introduced, and the properties of induced outcome space are discussed. In this paper, the equivalence of Bronisz-Krus multi-objective negotiation model and its induced single-objective negotiation model in some sense is given. That is, Bronisz-Krus- negotiation solution and Raiffa- negotiation solution can determine each other, and the relationship between them is given.
【作者单位】: 武汉水利电力大学系统工程研究中心!武汉430072
【基金】:国家自然科学基金 湖北省自然科学基金
【分类号】:C934
本文编号:2383855
[Abstract]:Multi-objective negotiation problem is a new research field of negotiation theory. This paper discusses the concept of multi-objective negotiation model and Bronisz-Krus- negotiation solution proposed by Bronisz and Krus. In this paper, the uniobjective negotiation model induced by Bronisz-Krus multiobjective negotiation model is constructed, and a set of axioms for it is proposed. The concept of Raiffa-negotiation solution is introduced, and the properties of induced outcome space are discussed. In this paper, the equivalence of Bronisz-Krus multi-objective negotiation model and its induced single-objective negotiation model in some sense is given. That is, Bronisz-Krus- negotiation solution and Raiffa- negotiation solution can determine each other, and the relationship between them is given.
【作者单位】: 武汉水利电力大学系统工程研究中心!武汉430072
【基金】:国家自然科学基金 湖北省自然科学基金
【分类号】:C934
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1 王先甲;多目标协商模型的标量化方法[J];系统科学与数学;2000年01期
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