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Dynamics of a Public Investment Game: from Nearest-Neighbor Lattices to Small-World Networks

In: Advances in Artificial Economics

Author

Listed:
  • Roberto Silva

    (UFRGS)

  • Alexandre T. Baraviera

    (UFRGS)

  • Silvio R. Dahmen

    (UFRGS)

  • Ana L. C. Bazzan

    (UFRGS)

Abstract

In this work we analyze the time evolution of the wealth of a group of agents in a public-investment-game scenario. These are part of a small-world network, where connections depend on a probability p and investment depends on a binary variable σ (motivation). This variable tries to emulate one’s perception of other players’ actions. We study the effect of the connectivity on the wealth of the group as well as the dynamics when idyosincratic types are introduced in the game.

Suggested Citation

  • Roberto Silva & Alexandre T. Baraviera & Silvio R. Dahmen & Ana L. C. Bazzan, 2006. "Dynamics of a Public Investment Game: from Nearest-Neighbor Lattices to Small-World Networks," Lecture Notes in Economics and Mathematical Systems, in: Charlotte Bruun (ed.), Advances in Artificial Economics, chapter 16, pages 221-233, Springer.
  • Handle: RePEc:spr:lnechp:978-3-540-37249-3_16
    DOI: 10.1007/3-540-37249-0_16
    as

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