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Citizens, dictators and networks: A game theory approach

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  • Wilson Perez-Oviedo

Abstract

In a society composed of citizens and a dictator, what are the conditions for a successful citizens’ revolt? What kind of strategies do governments follow to prevent such revolts? In this article, we argue that the concept of networks is a very powerful tool to understand these issues, as shown, for example, by the prominent role of social networks during the recent revolts in the Arab world. More specifically, we model these types of societies as a game played between a leader, who has to decide the distribution of the aggregate income, and a group of citizens who have the opportunity to revolt if they are unhappy with the distribution (or if they dislike the regime). Coordinated action by citizens is possible because they form nodes in a communication network. However, communication through the network is distorted, which could preclude the emergence of collective action among citizens. The network structure and the distortion level are determinants of the political equilibrium and wealth distribution. The model explains how the dictator could use propaganda, cooptation, and repression to increase his expected utility. We also use our framework to provide a formal proof of Wintrobe’s Dictator’s Dilemma. Finally, the model is illustrated by applying it to cases in Nigeria, Zaire/Congo, and Libya.

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  • Wilson Perez-Oviedo, 2015. "Citizens, dictators and networks: A game theory approach," Rationality and Society, , vol. 27(1), pages 3-39, February.
  • Handle: RePEc:sae:ratsoc:v:27:y:2015:i:1:p:3-39
    DOI: 10.1177/1043463114561753
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    Cited by:

    1. Snellman, Jan E. & Barrio, Rafael A. & Kaski, Kimmo K., 2021. "Social structure formation in a network of agents playing a hybrid of ultimatum and dictator games," Physica A: Statistical Mechanics and its Applications, Elsevier, vol. 561(C).
    2. Diffo Lambo, Lawrence & Pongou, Roland & Tchantcho, Bertrand & Wambo, Pierre, 2015. "Networked politics: political cycles and instability under social influences," MPRA Paper 65641, University Library of Munich, Germany.

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