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Explanatory Relations Based on Mathematical Morphology

机译:基于数学形态学的解释性关系

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摘要

Using mathematical morphology on formulas introduced recently by Bloch and Lang (Proceedings of IPMU'2000) we define two new explanatory relations. Their logical behavior is analyzed. The results show that these natural ways for defining preferred explanations are robust because these relations satisfy almost all postulates of explanatory reasoning introduced by Pino-Perez and Uzcategui (Artificial Intelligence, 111:131-169, 1999). Actually, the first explanatory relation is Explanatory-Rational. The second one is not even Explanatory-Cumulative but it satisfies new weak postulates.
机译:在Bloch和Lang(IPMU'2000的诉讼程序)上推出的公式上使用数学形态学我们定义了两个新的解释性关系。他们的逻辑行为是分析的。结果表明,这些用于定义首选解释的自然方式是强大的,因为这些关系几乎满足了Pino-Perez和Uzcategui(人工智能,111:131-169,1999)所引入的解释推理的几乎所有关注。实际上,第一个解释性关系是解释性的。第二个是甚至是解释性累积的,但它满足新的弱缺点。

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