最小化COVID-19在个体网络传播机会的可控性算法

Abeer Mahmood Hassan, Saad Talib Hasson
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引用次数: 1

摘要

在冠状病毒传播之后。有必要提出人工智能算法来研究人与人之间的社会联系。另一方面,社会网络被认为是一个复杂的网络。减少这些网络,减少每个网络内的人之间的联系,同时保持网络的完全可控性,以减少实际接触的数量,并最大限度地降低网络的成本,特别是在当今世界因流行病、病毒和感染的传播而生活的糟糕日子里,情况变得紧迫。本文旨在基于三种方法,提出一种计算真实联系人网络可控性的模型,以减少接触并保持网络处于可控状态。通过应用二部分图算法和Hopcroft-Karp算法,提出了一种结构可控性方法。为了确定必须控制的驱动节点以获得对网络的完全控制,正常驱动节点和弱驱动节点。可以移除弱驱动节点以增强可控性。结果,网络可控性提高12.8%,驱动节点率降低,感染传播几率降低67%。
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A Controllability Algorithm to Minimize the Spreading chance of COVID-19 in Individual Networks
After the spread of the coronavirus. It became necessary to presenting artificial intelligence algorithms to study social contact between people. On the other hand, social network considers as a complex network. The situation became urgent to reduce these networks and reduce links between people inside each network while maintaining full controllability of the networks to reduce the number of real contact and minimize the cost of the networks especially in these bad days, which the world lives in due to the spread of epidemics, viruses, and infection. This paper aims to present a model that computes controllability on real contact people's networks to reduce touches and keep the network in a controlled manner based on three ways. a structural controllability approach is using by applying the Bipartite-graph algorithm and the Hopcroft-Karp algorithm. In order to determine the drive nodes that must be controlled to gain full control of the network, normal driver nodes and weak driver nodes. Weak driver nodes can remove to enhance controllability. As a result, network controllability increased by 12.8%, reduced rate of drive nodes, reduced the chance of spread of infection by 67%.
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