tu游戏的间隔解决方案

Technology (Elmsford, N.Y.) Pub Date : 2017-10-06 DOI:10.2139/ssrn.3048803

R. van den Brink, O. Palanci, Sirma Zeynep Alparslan-Gok

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引用次数: 1

摘要

tu博弈的标准解决方案为每个tu博弈分配一个收益向量。然而，如果存在收益分配的不确定性，我们就不能给每个玩家分配特定的收益。因此，本文引入了tu -对策的区间解，为每个tu -对策分配一个收益区间向量。由于我们提出的解使用区间对策的边缘向量，我们需要在区间上应用差分算子。应用Moore(1979)的减法算子，我们定义了tu -对策的区间解，并给出了公理化。

本文章由计算机程序翻译，如有差异，请以英文原文为准。

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Interval Solutions for TU-Games

Standard solutions for TU-games assign to every TU-game a payoff vector. However, if there is uncertainty about the payoff allocation then we cannot just assign a specific payoff to every player. Therefore, in this paper we introduce interval solutions for TU-games which assign to every TU-game a vector of payoff intervals. Since the solution we propose uses marginal vectors of the interval game, we need to apply a difference operator on intervals. Applying the subtraction operator of Moore (1979), we define an interval solution for TU-games, and we provide an axiomatization.

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来源期刊

Technology (Elmsford, N.Y.)

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