The Optimum Structure For Government Debt

Wolfgang Kuhle
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引用次数: 7

Abstract

This paper studies the structural differences between implicit and explicit government debt in a two-generations-overlapping model with stochastic factor-prices. If a government can issue safe bonds and new claims to wage-indexed social security to service a given initial obligation, there exists a set of Pareto-efficient ways to do so. This set is characterized by the conflicting interests of the current young and the yet unborn generations regarding the allocation of factor-price risks. However, it is shown that there will always exist a simple intertemporal compensation mechanism which allows to reconcile these conflicting interests. This compensation mechanism narrows the set of Pareto-efficient debt structures until only one remains. This result hinges on the double-incomplete markets structure of stochastic OLG models where households can neither trade consumption loans nor factor-price risks privately.
政府债务的最优结构
本文在一个具有随机因素价格的两代重叠模型中研究了显性和隐性政府债务的结构差异。如果政府可以发行安全债券,并向工资指数化的社会保障发放新的债权,以履行既定的初始义务,那么就存在一套帕累托有效的方法来做到这一点。这一组的特点是当前年轻人和尚未出生的几代人在要素价格风险分配方面的利益冲突。然而,研究表明,总是存在一种简单的跨期补偿机制,可以调和这些冲突的利益。这种补偿机制缩小了帕累托有效债务结构的范围,直到只剩下一种。这一结果取决于随机OLG模型的双不完全市场结构,其中家庭既不能私下交易消费贷款,也不能私下交易要素价格风险。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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