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Mining answers for causal questions in a medical example

机译:在医学示例中挖掘因果问题的答案

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The aim of this paper is to approach causal questions in a medical domain. Causal questions par excellence are what, how and why-questions. The ‘pyramid of questions’ shows this. At the top, why-questions are the prototype of causal questions. Usually why-questions are related to scientific explanations. Although cover law explanation is characteristically of physical sciences, it is less common in biological or medical knowledge. In medicine, laws applied to all cases are rare. It seems that doctors express their knowledge using mechanisms instead of natural laws. In this paper we will approach causal questions with the aim of: (1) answering what-questions as identifying the cause of an effect; (2) answering how-questions as selecting an appropriate part of a mechanism that relates pairs of cause-effect (3) answering why-questions as identifying ultimate causes in the answers of how-questions. In this task, we hypothesize that why-questions are related to scientific explanations in a negative and a positive note: (i) as previously said, scientific explanations in biology are based on mechanisms instead of natural laws; (ii) scientific explanations are generally concerned with deepening, providing explanations as detailed as possible. Thus, we conjecture that answers to why-questions have to find the ultimate causes in a mechanism and link them to the prior cause summarizing the intermediate nodes in order to provide a comprehensible answer. The Mackie´s INUS causality offers a theoretical support for this solution.
机译:本文的目的是解决医学领域的因果问题。卓越的因果问题是什么,如何和为什么问题。 “问题金字塔”显示了这一点。在最顶部,为什么问题是因果问题的原型。通常,为什么问题与科学解释有关。尽管掩盖法的解释是物理科学的特征,但在生物学或医学知识中却很少见。在医学上,适用于所有情况的法律很少见。似乎医生使用机制而非自然法则来表达他们的知识。在本文中,我们将探讨因果问题,其目的是:(1)回答什么问题来确定影响的原因; (2)回答问题问题,作为选择与成因对相关的机制的适当部分。(3)回答问题问题,作为确定问题原因的最终原因。在本任务中,我们假设为什么问题与否定和肯定说明中的科学解释有关:(i)如前所述,生物学中的科学解释基于机制而不是自然规律; (ii)科学解释通常与深化有关,提供尽可能详细的解释。因此,我们猜想为​​什么问题的答案必须在一种机制中找到最终原因,并将它们链接到总结中间节点的先前原因,以便提供一个可理解的答案。 Mackie的INUS因果关系为该解决方案提供了理论支持。

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