Building a Win-Win Strategy Using Game Theory in a Competitive Environment (Subject to Antitrust Restrictions)

Bella Horita
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Abstract

The modern economic space is characterised by the actualisation of such market structure as an oligopoly, which necessitates its proper theoretical and empirical investigation. The aim of the paper is to analyse the use of game theory in the oligopoly market under the said conditions. The theoretical methods are the main scientific methods used in this study, in particular analysis, synthesis, historical and statistical methods. It was determined that the game theory is one of the most important relatively new mathematical theories applied in developing various types of economic models, including market analysis and companies activity strategy formation. It has been confirmed that the game theory is most often applied to oligopoly market analysis i.e. the market in which two or more big players conduct activities. Their decisions influence both the market in general and other “players”' income and position in the market by influencing the output price or the volume of output (depending on the model). It is stated that there are many ways to apply game theory as the main theory and to explain the future state of the market, incomes, losses, and producers' share in the oligopoly market due to different conditions and variables. This paper has reviewed the use of game theory subject to antitrust restrictions and when oligopolistic companies mutually benefit. It was substantiated that quite often in the models generated by economists, the mutual benefit of companies in an oligopoly market implies the existence of collusion between market participants in which companies benefit more than they would under the condition of competition between them (cartel). The practical value of the paper is in the theoretical substantiation of game theories in markets in general and in providing some practical strategies for companies' operations in markets, which will also be useful for students in their studies and for other scholars of economic disciplines
在竞争环境中运用博弈论构建双赢战略(受反垄断限制)
现代经济空间的特点是寡头垄断市场结构的实现,这需要对其进行适当的理论和实证研究。本文的目的是分析在上述条件下博弈论在寡头垄断市场中的应用。理论方法是本研究采用的主要科学方法,特别是分析、综合、历史和统计方法。确定博弈论是最重要的相对较新的数学理论之一,应用于开发各种类型的经济模型,包括市场分析和公司活动战略形成。已经证实,博弈论最常应用于寡头垄断市场分析,即两个或两个以上大玩家进行活动的市场。他们的决定通过影响产出价格或产出数量(取决于模型)来影响总体市场和其他“参与者”的收入和在市场中的地位。本文指出,在不同的条件和变量下,以博弈论为主要理论来解释寡头垄断市场的未来状态、收入、损失和生产者的份额有很多种方法。本文回顾了博弈论在受反垄断限制和寡头垄断公司互利的情况下的应用。事实证明,在经济学家建立的模型中,寡头垄断市场中公司的互利往往意味着市场参与者之间存在勾结,在这种勾结中,公司比在它们之间竞争的情况下(卡特尔)受益更多。本文的实用价值在于对一般市场中的博弈论进行了理论论证,并为企业在市场中的运作提供了一些实用的策略,这对学生的学习和其他经济学科的学者也有帮助
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