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Voting games with abstention: Linking completeness and weightedness

机译:投弃权票:将完整性和权重联系起来

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Weighted games for several levels of approval in input and output were introduced in [9]. An extension of the desirability relation for simple games, called the influence relation, was introduced for games with several levels of approval in input in [24] (see also [18]). However, there are weighted games not being complete for the influence relation, something different to what occurs for simple games. In this paper we introduce several extensions of the desirability relation for simple games and from the completeness of them it follows the consistent link with weighted games, which solves the existing gap. Moreover, we prove that the influence relation is consistent with a known subclass of weighted games: strongly weighted games.
机译:在[9]中介绍了在输入和输出中具有多个批准级别的加权游戏。在[24]中为具有多个批准级别的游戏引入了简单游戏的需求关系的扩展(称为影响关系)(另请参见[18])。但是,有些加权游戏的影响关系不完整,这与简单游戏的情况有所不同。在本文中,我们介绍了简单游戏的需求关系的几种扩展,从它们的完整性出发,它与加权游戏保持一致,从而解决了现有的差距。而且,我们证明了影响关系与加权博弈的一个已知子类一致:强加权博弈。

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