Comparison of Cournot Duopoly Model and Stackelberg Model
DOI:
https://doi.org/10.54097/njd24j34Keywords:
Game theory, Cournot duopoly model, Stackelberg model, oligopoly.Abstract
As a matter of fact, the game theory is a kind of mathematical study of economic interactions. The Cournot Duopoly Model and the Stackelberg Model are the two widely used concepts in the oligopoly market. Both are similar but different in firms’ order of making decisions. Firms in the Cournot Duopoly Model announce the quantity of production simultaneously, which is different from the Stackelberg Model where the leader makes decisions first then the follower responds to the leader’s plan. Therefore, the profits of firms are unequal in the two models. Firms in the Cournot Duopoly Model earn the same profits while the leader gains more advantage than the follower in the Stackelberg Model. This study aims to compare the two models and explain the difference between the two models is due to the order of announcing plans. It points out that the two models should consider the external factors that affect the outcome of models in future development.
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References
Cassidy J. The Triumph (and Failure) of John Nash’s Game Theory. The New Yorker, 2015, 27.
Leyton-Brown K, Shoham Y. Essentials of game theory: A concise multidisciplinary introduction. Springer Nature, 2022.
Chen N E. A description of game theory. Journal of Education, Humanities and Social Sciences, 2022, 2: 199 - 205.
Brander J A, Zhang A. Dynamic oligopoly behaviour in the airline industry. International journal of Industrial organization, 1993, 11 (3): 407 - 435.
Salant S W. Imperfect competition in the international energy market: a computerized Nash-Cournot model. Operations research, 1982, 30 (2): 252 - 280.
Zhang Y, Gu C, Yan X, et al. Cournot oligopoly game-based local energy trading considering renewable energy uncertainty costs. Renewable Energy, 2020, 159: 1117 - 1127.
Wilczyński A, Jakóbik A, Kołodziej J. Stackelberg security games: Models, applications and computational aspects. Journal of Telecommunications and Information Technology, 2016, 3: 70 - 79.
Cui W, Feng Z, Chen A. Game Analysis in the Oligopoly Market. Xian: Xian Jiaotong University, 2002.
Smelser, Neil J., Paul B. Baltes. International Encyclopedia of the Social & Behavioral Sciences. 2001.
Pferschy U, Nicosia G, Pacifici A, et al. On the Stackelberg knapsack game. European Journal of Operational Research, 2021, 291 (1): 18 - 31.
Colombo L, Labrecciosa P. Stackelberg versus Cournot: a differential game approach. Journal of Economic Dynamics and Control, 2019, 101: 239 - 261.
Yan H. Oligopoly, The Strategic of Game, The Number of Firms and The Profits of Firms. Marketing Management Review, 2019.
Zhu J. The Role and Limitations of Game Theory in Oligarchic Competition. Modern Business, 2017.
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