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Uncertain coalition structure game with payoff of belief structure

机译:不确定的联盟结构游戏与信仰结构的收益

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The uncertain coalition structure game with payoff of belief structure (UCS game) is studied based on belief structures of D-S theory. This type of UCS games gives us the uncertainty by assigning the probability to the set composed of multiple risk situations. For the solution of UCS game, this UCS game is transferred into an interval-valued coalition structure game by the two-step method. As the value for the interval-valued UCS game, the uncertain Owen value is axiomatically characterized by Hukuhara difference. Because the uncertain Owen value does not exist, the alpha-risk Owen value is proposed for the general UCS games. The alpha-risk Owen value adopts a risk coefficient alpha to represent the risk tolerance of players, which is more realistic than the uncertain Owen value. Also, the payoff value of UCS game is decreasing with the increasing of risk coefficient alpha, and the allocation value for the UCS game is also decreasing with the increasing of risk coefficient alpha. The players can choose their allocation scheme according to their risk tolerance. (C) 2019 Elsevier Inc. All rights reserved.
机译:基于D-S理论的信仰结构,研究了具有信念结构(UCS游戏)的不确定的联盟结构游戏。这种类型的UCS游戏通过将概率分配给由多种风险情况组成的集合来提供不确定性。对于UCS游戏的解决方案,该UCS游戏通过两步法转移到间隔值的联盟结构游戏中。作为间隔值UCS游戏的价值,不确定的欧文价值是由Hukuhara差异的公理特征。因为不确定的欧文价值不存在,所以为通用UCS游戏提出了α风险欧文价值。 α风险欧文价值采用风险系数alpha来代表球员的风险容忍,这比不确定的欧文价值更加真实。此外,随着风险系数alpha的增加,UCS游戏的支付值降低,随着风险系数alpha的增加,UCS游戏的分配值也在降低。球员可以根据风险公差选择分配方案。 (c)2019 Elsevier Inc.保留所有权利。

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