Abstract

If an agent introduces triadic relationships through a threat, when relations are dyadic without this threat, and if by such a threat this agent reduces the welfare of others, then this agent may be said to exercise power. We construct a minimal model with three agents (landlord, laborer, and merchant) and three commodities, and demonstrate that in the subgame perfect equilibrium of a finite-move, extensive-form game of complete and perfect information there is no powerful individual. We show next that in the infinitely repeated game, there exists a subgame perfect equilibrium in which the landlord wields power.

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