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On the Existence and Stability of Inefficient Boundary Equilibria in the Groves Ledyard Mechanism

Listed author(s):
  • Scott E. Page

    (University of Michigan, Ann Arbor, Departments of Political Science and Economics and Centers for the Study of Complex Systems and Policy Studies)

  • Troy Tassier

    (Fordham University, Department of Economics)

In this paper, we characterize all interior and boundary equilibria of the Groves- Ledyard mechanism for a large class of economies and demonstrate their stability or lack thereof. We prove that the mechanism implements large numbers of inefficient and stable boundary equilibria, one for each of the efficient, asymmetric, interior equilibria found by Bergstrom, Simon, and Titus (BST). We show that the symmetric equilibrium is stable, and that its stability rests on two unstable dynamics that combine to create stability. The boundary equilibria, but not the asymmetric interior equilibria, are also stable. We further show that both sets of asymmetric equilibria can fail to exist in the presence of a large punishment parameter or a constraint on messages.

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Paper provided by Fordham University, Department of Economics in its series Fordham Economics Discussion Paper Series with number dp2008-20.

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Date of creation: 2008
Handle: RePEc:frd:wpaper:dp2008-20
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