Powerful computerized spatial epidemiology and semantics through the use of novel mathematical objects: Can artificial intelligence systems identify outbreak sources?

T. Jefferson, E. Grossi, M. Buscema
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引用次数: 4

Abstract

We report on the use of artificial intelligence methods to identify the source of infectious disease outbreaks. The idea is to seek a probabilistic fit between data describing the problem being considered and a set of data providing the solution or to reconstruct "optimal data" given a specific set of rules or constraints. We used three examples to calculate both the Euclidean centroid using simple mathematics the hidden point using an evolutionary algorithm, and a new mathematical object: the topological weighted centroid. In the first (the 1854 London cholera epidemic) and second (the 1967 foot and mouth disease epidemic in England) examples the hidden point was within yards of the outbreak source. In the third example (the 2007 epidemic of Chikungunya fever in Italy) the hidden point was located in the river between the two village epicentres of the spread. Our results are consistent across examples and the method could provide an additional powerful tool for the investigation of the early stages of an epidemic. However, there is a need for field evaluation and validation of both methods and results.
通过使用新颖的数学对象,强大的计算机化空间流行病学和语义学:人工智能系统能否识别疫情来源?
我们报告使用人工智能方法来识别传染病爆发的来源。其思想是在描述正在考虑的问题的数据和提供解决方案的一组数据之间寻求概率拟合,或者在给定一组特定规则或约束的情况下重建“最佳数据”。我们用三个例子分别用简单的数学方法计算欧几里得质心,用进化算法计算隐藏点,以及一个新的数学对象:拓扑加权质心。在第一个(1854年伦敦霍乱流行)和第二个(1967年英国口蹄疫流行)的例子中,隐藏点是在爆发源的几码之内。在第三个例子(2007年意大利基孔肯雅热流行)中,隐藏点位于两个村庄传播中心之间的河流中。我们的结果在不同的例子中是一致的,该方法可以为流行病的早期阶段的调查提供一个额外的有力工具。然而,需要对方法和结果进行实地评价和验证。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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