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首页> 外文期刊>Annals of Mathematics and Artificial Intelligence >Guest editorial: Marco Somalvico memorial issue
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Guest editorial: Marco Somalvico memorial issue

机译:客座社论:Marco Somalvico纪念刊物

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This journal issue, which pays tribute to the memory of Marco Somalvico, is part of a broader initiative, encompassing several journals, that each devoted to him a special issue. This is the result of a coordinated effort, and every different journal issue has its own specific profile. The issue of Annals of Mathematics and Artificial Intelligence you are holding only includes three articles, but they are dense, and provide an in-depth treatment of their respective subjects.rnYimin Huang and Marco Valtorta develop the mathematics of an identifiability problem in causal Bayesian networks. A causal Bayesian network consists of a causalrngraph, an acyclic directed graph expressing causal relationships, and a probability distribution respecting the independence relation encoded by the graph. Because of the existence of unmeasured variables, the following identifiability questions arise: "Can we assess the strength of causal effects from nonexperimental data and casual relationships? And if we can, what is the total causal effect in terms of estimable quantities?" Or then, "Is it possible to compute the probability of some set of (effect) variables given intervention on another set of (intervention) variables, in the presence of non-observable (i.e., hidden or latent) variables?"
机译:这本期刊旨在向马可·索马尔维科(Marco Somalvico)致敬,它是一项更广泛的倡议的一部分,涵盖了几本杂志,每本杂志都专门为他出版一期。这是经过协调努力的结果,每本不同的期刊都拥有自己的特定档案。您所持的《数学与人工智能年鉴》仅包含三篇文章,但篇幅密集,并对各自的主题进行了深入的探讨。rnYiminHuang和Marco Valtorta在因果贝叶斯网络中发展了可识别性问题的数学。因果贝叶斯网络由因果图,表示因果关系的无环有向图以及关于该图编码的独立性关系的概率分布组成。由于存在无法测量的变量,因此出现了以下可识别性问题:“我们可以从非实验数据和偶然关系中评估因果关系的强度吗?如果可以的话,就可估计数量而言,总的因果关系是什么?”或然后,“在存在不可观察(即隐藏或潜在)变量的情况下,如果对另一组(干预)变量进行干预,是否有可能计算出一组(效果)变量的概率?”

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