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The Beliefs-Rules-Equilibrium Account of Institutions: A Contribution to a Naturalistic Social Ontology

Author

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  • Cyril Hédoin

    (REGARDS - Recherches en Économie Gestion AgroRessources Durabilité Santé- EA 6292 - URCA - Université de Reims Champagne-Ardenne - MSH-URCA - Maison des Sciences Humaines de Champagne-Ardenne - URCA - Université de Reims Champagne-Ardenne)

Abstract

This paper pursues a naturalist endeavor in social ontology by arguing that the Beliefs-Rules-Equilibrium account of institutions can help to advance the debate over the nature of social kinds. This account of institutions emerges from a growing number of works in economics that use game theory to study the role and the functioning of institutions in human societies. I intend to show how recent developments in the economic analysis of rules and institutions can help solve issues that are generally considered constitutive of any ontological inquiry. I argue that the Beliefs-Rules-Equilibrium account of institutions can contribute to advancing the debate on an issue of particular importance, regarding the specific form of dependence characterizing the relation between institutions and individuals' attitudes about them. I tackle this issue by taking Francesco Guala's claims about the nature of institutions made in his book "Understanding Institutions" as a point of departure. In particular, I reject Guala's functionalism about institutions. On the basis of the Beliefs-Rules-Equilibrium account, I claim that it is futile to search for constitutive features of general institutions (money, property rights, family…) and that the best we can have is a knowledge of what are the rules within a specific institution, which the agents consider to be essential in their institutional practice.

Suggested Citation

  • Cyril Hédoin, 2021. "The Beliefs-Rules-Equilibrium Account of Institutions: A Contribution to a Naturalistic Social Ontology," Post-Print hal-03240754, HAL.
  • Handle: RePEc:hal:journl:hal-03240754
    DOI: 10.1515/jso-2020-0001
    as

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