【摘要】：多目標(biāo)協(xié)商問題是協(xié)商理論的一個新的研究領(lǐng)域．本文討論了由Ｂｒｏｎｉｓｚ和Ｋｒｕｓ提出的多目標(biāo)協(xié)商模型和Ｂｒｏｎｉｓｚ－Ｋｒｕｓ－協(xié)商解概念，構(gòu)造了由Ｂｒｏｎｉｓｚ－Ｋｒｕｓ多目標(biāo)協(xié)商模型誘導(dǎo)的單目標(biāo)協(xié)商模型并對其提出了一套公理系統(tǒng)和引入了Ｒａｉｆｆａ一協(xié)商解概念，討論了誘導(dǎo)結(jié)局空間的性質(zhì)，，給出了Ｂｒｏｎｉｓｚ－Ｋｒｕｓ多目標(biāo)協(xié)商模型與其誘導(dǎo)的單目標(biāo)協(xié)商模型在某種意義下的等價性，即Ｂｒｏｎｉｓｚ－Ｋｒｕｓ－協(xié)商解與Ｒａｉｆｆａ－協(xié)商解可以互相確定，并給出了這種相互確定的關(guān)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.
【作者單位】： 武漢水利電力大學(xué)系統(tǒng)工程研究中心!武漢430072
【基金】：國家自然科學(xué)基金 湖北省自然科學(xué)基金
【分類號】：C934

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