Itens para a visualização no momento 1-7 of 7

    • Enriching information to prevent bank runs 

      Cavalcanti, Ricardo de Oliveira; Monteiro, Paulo Klinger
      2011-07-27
      Sequential service in the banking sector, as modeled by Diamond and Dybvig (1983), is a barrier to full insurance and potential source of financial fragility against which deposit insurance is infeasible (Wallace, 1988). ...
    • A monetary mechanism for sharing capital: Diamond and Dybvig meet Kiyotaki and Wright 

      Cavalcanti, Ricardo de Oliveira
      2003-03-24
      A model is presented in which banks accept deposits of fiat money and intermediate capital. Alt though theories about the coexistence of money and credit are inherently difficult, the model offers a simple explanation for ...
    • Money with Bank Networks 

      Cavalcanti, Ricardo de Oliveira; Forno, Henrique Dezemone
      2004-06-01
      We allow banks to choose between two networks in a simple version of the Cavalcanti and Wallace (1999) model of inside money. Members of a network have access to credit but must redeem banknotes issued by other members in ...
    • New models of old(?) payment questions 

      Cavalcanti, Ricardo de Oliveira; Wallace, Neil
      2006-09-01
      Is private money feasible and desirable? In its absence, is there a central bank policy that partially or fully substitutes for private money? In this paper, some recent modeling ideas about how to address these questioned ...
    • A note on convergence of Peck-Shell and Green-Lin mechanisms in the Diamond-Dybvig model 

      Cavalcanti, Ricardo de Oliveira; Bertolai, Jefferson Donizeti Pereira; Monteiro, P. K.
      2011-07-27
      We study the effects of population size in the Peck-Shell analysis of bank runs. We find that a contract featuring equal-treatment for almost all depositors of the same type approximates the optimum. Because the approximation ...
    • Some benefits of cyclical monetary policy 

      Cavalcanti, Ricardo de Oliveira; Nosal, Ed
      2005-10-01
      In this paper, we present a simple random-matching model of seasons, where di§erent seasons translate into di§erent propensities to consume and produce. We Önd that the cyclical creation and destruction of money is beneÖcial ...