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搜索模型中的最优税收和失业

Optimal Tax and Unemployment in the Search Model
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摘要 本文在将搜索理论和经典的经济增长理论结合的基础上引入生产性政府花费,证明了本文所描述的经济系统稳定状态的存在性和惟一性。在稳定状态时,得出了当政府的目的分别是最大化社会福利和最大化劳动力的就业时的最优税收,这些是以前的模型所没有考虑过的。在动态分析时,证明这个稳定状态是鞍轨稳定的。 Based on the combination of the classic economic growth model and search theory,the government expenditure is introduced into the paper.Existence and uniqueness of the steady state are proved,and two optimal taxes are obtained when the objectives of government are maximization of welfare and employment respectively.This is not discussed in the classic economic models since the labor market is clear under equilibrium state.At the same time,the paper prove that the economic system exhibits saddle?path stability.
出处 《数量经济技术经济研究》 CSSCI 北大核心 2005年第4期67-74,共8页 Journal of Quantitative & Technological Economics
关键词 最优税收 模型 搜索 失业 经济增长理论 稳定状态 政府花费 经济系统 社会福利 动态分析 最大化 生产性 惟一性 存在性 劳动力 证明 就业 Search Theory Productive Government Expenditure Saddle Path Matching Function Optimal Taxation
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参考文献7

  • 1Barro, R, J. , 1990. Government Spending in a Simple Model of Endogenous Growth. Journal of Political Economic, 98: 103--105.
  • 2Barro, R. J. and Xavier Sala-i-Martin, 1992. Public Finance in Models of Economic Growth. Review of Economic Studies. 59: 654--661.
  • 3Postel-Vinay, P. , 1998. Transitional Dynamics of the Search Model zoith Endogenous Growth. Journal of Economic Dynamics and Control. 22. 1091--1115.
  • 4Samuelson, P. , 1986. Theory of Optimal Taxation. Journal of Public Economic, 30: 137--143.
  • 5Shi, S. and Q. Wen, 1997. Labor Market Search and Capital Accumulation : Some Analytical Results. Journal of Economic Dynamics and Control. 21: 1747--1776.
  • 6Shi, S, and Q. Wen, 1999. Labor Market Search and the Dynamic Effects of Taxes and Subsidies.Journal of Monetary Economics. 43: 457--495.
  • 7Zhang, T, and H. Zon, 1998. Fiscal Decentralization, Public Spending and Economic Growth inChina. Journal of Public Economics. 67: 221--240.

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