Application of mathematical modeling methods and use of information technologies for research of viral hepatitis B

A. Turgunov
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Abstract

It is known that the study and research of existing problems of medicine using modern information technologies is the most relevant today. Mathematical modeling of the activities of the regulatory mechanisms of living systems at the organismal, organ, cellular and molecular-genetic levels is one of the promising areas in the field of medical biology. The scientific research discusses the results of a quantitative study of the regulatory mechanisms of liver cells and hepatitis B viruses based on mathematical and computer models by using the Matlab application package. The study of the quasi-stationary state of the liver cell under the pressure of hepatitis B viruses using mathematical modeling methods is one of the urgent tasks. The use of mathematical modeling to analyze the interaction of the regulatory mechanisms of molecular genetic systems of liver cells and hepatitis B viruses makes it possible to analyze the main forms of infectious viral hepatitis B in a quasi-stationary state of liver cells. The results of a qualitative study of the equations of hepatitis B regulators in the quasi-stationary state of liver cells are presented.
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应用数学建模方法及信息技术研究乙型病毒性肝炎
众所周知,利用现代信息技术研究医学存在的问题是当今最相关的。在生物、器官、细胞和分子遗传水平上对生命系统的调控机制活动进行数学建模是医学生物学领域的一个有前途的领域。科学研究利用Matlab应用程序包,讨论了基于数学和计算机模型的肝细胞和乙型肝炎病毒调控机制定量研究的结果。利用数学建模方法研究乙肝病毒作用下肝细胞的准稳态是目前迫切需要解决的课题之一。利用数学模型分析肝细胞分子遗传系统与乙型肝炎病毒调控机制的相互作用,使分析肝细胞准平稳状态下传染性病毒性乙型肝炎的主要形式成为可能。本文对肝细胞准平稳状态下乙型肝炎调节剂的方程进行了定性研究。
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