Strategic Behavior in Decentralized Planning Procedures
研究Malinvaud-Dreze-de la Vallee Poussin分散规划程序中的非合作策略行为，发现当时间范围足够大时，纳什均衡趋近于竞争均衡或林达尔均衡，中心对收入分配的影响消失。
Noncooperative strategic behaviors are studied in the Malinvaud-Dreze-de la Vallee Poussin decentralized planning procedure. We depart from the assumption of myopic behavior by assuming that every agent takes into account the effect over a given period of time [0, T] of his answers to the Center. One shows that, for T large, every Nash equilibrium of the ensuing game in intertemporal strategies approaches: (i) a competitive equilibrium in an exchange economy, and (ii) a Lindahl equilibrium in an economy with public goods. Thus, the Center loses any significant influence on the income distribution.