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Selecting Implications in Fuzzy Abductive Problems

机译:选择模糊推理问题中的蕴涵

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Abductive reasoning is an explanatory process in which potential causes of an observation are unearthed. We have concentrated on the formal definition of fuzzy abduction as an inversion of the Generalised Modus Ponens given by Mellouli and Bouchon-Meunier. While studying this formalism we noticed that some observations could not be explained properly. Observations, in abductive reasoning, are made within the conclusion space of the considered rule. Their potential shape is therefore highly constrained by the implication operator used. We claim that, given a feasible observation and a set of rules, we can categorise the set of implications to be used. Since a given observation will match only part of the conclusions in the rule-set, we offer a categorisation of a rule system coherent with observed data
机译:归纳推理是一种解释过程,在其中可以发现观察的潜在原因。我们集中在模糊绑架的正式定义上,即对Mellouli和Bouchon-Meunier给出的广义模态Ponens的一种反演。在研究这种形式主义时,我们注意到一些观察结果无法正确解释。归纳推理中的观察是在所考虑规则的结论空间内进行的。因此,它们的潜在形状受到所用蕴涵算符的高度限制。我们声称,给定一个可行的观察结果和一组规则,我们可以对要使用的一组含义进行分类。由于给定的观察将仅匹配规则集中的部分结论,因此我们提供了与观察到的数据相一致的规则系统的分类

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