自组织算法用于模拟社会对黑天鹅现象的反应

M. Artemenko, V. Budanov, N. Korenevskiy
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摘要

这项工作致力于对社会对技术和生物突发环境影响的反应进行初步建模。对于描述,使用了社会技术景观的方法,这反映了数字和技术环境中某些社会实践的发展。在社会技术景观演变的分叉点上,出现了“黑天鹅”和“回旋镖打击”的现象-对景观的强大冲动效应。预测反应反应是一个迫切的问题。工作的目的是开发和试点研究一种自组织算法的结构参数识别瞬态。技术和生物性质的影响被视为研究对象:人工智能和计算机技术在医学中的应用的发展以及COVID - 19的传播。给出了一些国家的模式:英国、俄罗斯和乌兹别克斯坦。结果表明,社会技术景观的反应是可以接受的,用二次齐次微分方程和右边的复指数调和函数来描述。给出了最适当的数学模型。这项工作得到了俄罗斯科学基金会资助号19-18-00504的支持。
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Self-organizing algorithm for pilot modeling the reaction of society to the phenomenon of the Black Swan
The work is devoted to pilot modeling of the reaction of society to technogenic and biological sudden environmental influences. For the description, the methodology of the socio-technical landscape is used, which reflects the development of certain social practices in the digital and technical environments. At the bifurcation points of the evolution of the socio-technical landscape, the phenomena of the "Black Swan" and "Boomerang Blow" arise - a powerful impulse effect on the landscape. There is an urgent problem of predicting reaction reactions. The aim of the work is the development and pilot study of a self-organizing algorithm of structural-parametric identification of transients. Impacts of a technical and biological nature are considered as objects of research: the development of the use of artificial intelligence and computer technology in medicine and the spread of COVID 19. Models for countries: UK, Russia and Uzbekistan are given. It is shown that the reaction of the sociotechnical landscape is acceptable described by homogeneous differential equations of the second degree with a complex exponentially harmonic function on the right side. The most adequate mathematical models are given. This work was supported by the Russian Science Foundation grant # 19-18-00504.
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