Interdisciplinary applications of finite group theory - From epidemic modeling to financial market analysis

Xuedong Liu, Yuhan Wu, Hao Yin, Haoqian Zhao
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Abstract

Finite group theory has a long history. Many mathematicians have done researches on it. As time goes on, it becomes a useful tool for human as it has a lot of applications. Finite group theory becomes more than just mathematical. As a result, its applications on epidemic modeling and financial market analysis are introduced respectively. These focus on SIR (Susceptible-Infective-Recovered) model and stock markets. Whats more, there are some other applications in different areas. What we came to the conclusion is that wired groups have developed in many fields, not only in financial markets and infectious disease models, but also in many other fundamental disciplines, chemistry, physics, computer science. They are going to be showed in the following essay.
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有限群理论的跨学科应用--从流行病建模到金融市场分析
有限群理论由来已久。许多数学家都对它进行过研究。随着时间的推移,它成为人类的有用工具,因为它有很多应用。有限群理论变得不仅仅是数学。因此,我们分别介绍了它在流行病建模和金融市场分析方面的应用。这些应用主要集中在 SIR(易感-感染-恢复)模型和股票市场。此外,还有其他一些不同领域的应用。我们得出的结论是,有线组在许多领域都得到了发展,不仅在金融市场和传染病模型中,而且在许多其他基础学科、化学、物理学和计算机科学中也得到了发展。下面的文章将对它们进行介绍。
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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