一种新的COVID-19数学模型:冠状病毒疾病的模糊认知图方法

P. Groumpos
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引用次数: 3

摘要

2019年底和2020年初爆发的新型冠状病毒,今天被称为COVID-19或SARS-CoV-2。和我们在一起。世界卫生组织已将COVID-19列为大流行疾病。COVID-19疫情在许多国家蔓延,导致全球卫生紧急情况。正在采取更多的国家和国际措施来控制疫情,导致在多边层面上直接影响城市经济的许多国家全面"封锁"。这是一篇视角论文,在发现COVID-19大流行仅四个月后,从经典工程学的角度写的。所有已知的COVID-19研究都是基于统计模型进行的。这些统计方法完全取决于相关因素。由于建立在因果关系基础上的数学模型不够完备,所以没有考虑到因果关系的因素。相关性并不意味着因果关系,而因果关系总是意味着相关性。首次提出了考虑因果因素的模糊认知图(FCM)方法来研究COVID-19的全谱。提出了一种FCM模型,并将其称为经典的FCM方法。使用COVID-19 FCM进行的早期理论模拟研究非常有前景。仿真结果与经典FCM方法进行了比较。提出了有益的结论和未来的研究方向
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A new Mathematical Modell for COVID-19: A Fuzzy Cognitive Map Approach for Coronavirus Diseases
The novel Coronavirus outbreak late in 2019 and early 2020, known today as COVID-19 or SARS-CoV-2. is with us. The WHO has accepted COVID-19 as a pandemic disease. The outbreak of COVID-19 has gained ground in many countries, leading towards a global health emergency. Increased national and international measures are being taken to contain the outbreak leading to total “lockdown” of many countries directly affecting urban economies on a multi-lateral level.. This is a perspective paper, written from a classical engineering point of view only four months after detecting the COVID-19 pandemic. All known studies for COVID-19 are done based on statistical models. These statistical approaches depend solely on correlation factors. The factor of causality has not been considered due to the luck of sufficient mathematical models based on causality. Correlation does not imply causality while causality always implies correlation. The approach of Fuzzy Cognitive Maps (FCM) that is considering the causality factors is proposed, for the first time, to investigate the whole spectrum of COVID-19. An FCM model is proposed and referred as the classical FCM methods. Early theoretical simulation studies using a COVID-19 FCM are very promising. Simulations were performed and results were compared with the classical FCM approach. Useful conclusions and future research directions are provided
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