用2加性Choquet积分处理有序信息表示中的不一致

EUSFLAT Conf. Pub Date : 2011-08-06 DOI:10.2991/eusflat.2011.29

Brice Mayag, M. Grabisch, C. Labreuche

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引用次数: 1

摘要

本文提出了一种算法来解决当决策者的偏好由一组二元动作上的严格关系和冷漠关系给出时，不能用2加性Choquet积分表示的不一致性问题。根据这类信息的特征，这些不一致是由于违反MOPI属性或在他的偏好中存在严格的循环而产生的。

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Dealing with inconsistencies in the representation of ordinal information by a 2-additive Choquet integral

We propose an algorithm to solve inconsistencies when the preferences of a decision-maker, given by a strict and an indifference relations on a set of binary actions, are not representable by a 2-additive Choquet integral. According to the characterization of this type of information, these inconsistencies arise from the violation of the MOPI property or occur in the presence of a strict cycle in his preferences.

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EUSFLAT Conf.

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