Modeling of competitive interactions: basic regularities. Part 1

S. Malkov
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Abstract

Objective: to analyze the general patterns of political dynamics (primarily in interstate relations) caused by the presence of competition between the key political actors.Methods: methods of mathematical dynamic modeling are used to study competitive interactions.Results: the work is the second part of the article devoted to the analysis of general patterns of socio-economic and political dynamics. This part of the study analyzes the issues of competition of social systems, general features of competitive interactions based on the study of the basic mathematical model describing competition in socio-economic and political spheres. It has been shown that the basic mathematical model of competition allows describing the features of geopolitical dynamics both in terms of competition and in terms of partnership.Scientific novelty: the results of analysis and mathematical modeling allow identifying the patterns of geopolitical dynamics and determining the conditions under which the implementation of various options for global development is possible.Practical significance: comprehension of the conditions of transition from one mode of geopolitical interaction to another increases the validity of the geopolitical dynamics forecast.
竞争相互作用的建模:基本规律。第1部分
目的:分析政治动态的一般模式(主要是在州际关系中),这是由主要政治行为者之间的竞争造成的。方法:采用数学动态建模的方法对竞争相互作用进行研究。结果:这项工作是文章的第二部分,专门分析社会经济和政治动态的一般模式。这部分研究分析了社会系统竞争的问题,基于对描述社会经济和政治领域竞争的基本数学模型的研究,竞争相互作用的一般特征。研究表明,竞争的基本数学模型可以从竞争和伙伴关系两方面描述地缘政治动态的特征。科学的新颖性:分析和数学建模的结果可以确定地缘政治动态的模式,并确定在何种条件下可以实施各种全球发展备选办法。现实意义:理解从一种地缘政治互动模式向另一种地缘政治互动模式转变的条件,可以提高地缘政治动态预测的有效性。
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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