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Exploration of Complex Dynamics for Cournot Oligopoly Game with Differentiated Products

机译:具有差异产品的古诺寡头博弈的复杂动力学探索

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This paper proposes a Cournot game organized by three competing firms adopting bounded rationality. According to the marginal profit in the past time step, each firm tries to update its production using local knowledge. In this game, a firm’s preference is represented by a utility function that is derived from a constant elasticity of substitution (CES) production function. The game is modeled by a 3-dimensional discrete dynamical system. The equilibria of the system are numerically studied to detect their complex characteristics due to difficulty to get an explicit form for those equilibria. For the proposed utility function, some cases with different value parameters are considered. Numerical simulations are used to provide an experimental evidence for the complex behavior of the evolution of the system. The obtained results show that the system loses its stability due to different types of bifurcations.
机译:本文提出了由三个竞争公司采用有限理性组织的古诺博弈。根据过去时间步长的边际利润,每个公司都尝试使用本地知识更新其生产。在这个游戏中,公司的偏好由效用函数表示,该函数是由恒定替代弹性(CES)生产函数得出的。该游戏由3维离散动力系统建模。对该系统的平衡进行了数值研究,以检测其复杂特征,原因是难以获得这些平衡的明确形式。对于建议的效用函数,考虑了一些具有不同值参数的情况。数值模拟用于为系统演化的复杂行为提供实验证据。获得的结果表明,由于分叉的类型不同,系统失去了稳定性。

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