Markov-perfect optimal taxation

被引:29
作者
Ortigueira, S
机构
[1] Department of Economics, European University Institute, Florence
[2] 50133 Florence
关键词
Markov-perfect optimal taxation; time-consistent policies; instantaneous and non-instantaneous commitment; numerical methods;
D O I
10.1016/j.red.2005.10.001
中图分类号
F [经济];
学科分类号
02 ;
摘要
In this paper we study optimal taxation in a dynamic game played by a sequence of governments and the private sector. We focus on the Markov-perfect equilibrium of this game under two different assumptions on the extent of government's intra-period commitment, which in turn define two within-period timings of actions. Our results show that the extent of government's intra-period commitment has important quantitative implications for policies, welfare, and macroeconomic variables, and consequently that it must be explicitly stated as one of the givens of the economy, alongside preferences, markets and technology. We see this as an important result, since most of the previous literature on Markovian optimal taxation has assumed, either interchangeably or unnoticeably, different degrees of government's intra-period commitment. (c) 2005 Elsevier Inc. All rights reserved.
引用
收藏
页码:153 / 178
页数:26
相关论文
共 14 条
[1]   HOW SHOULD CONTROL-THEORY BE USED TO CALCULATE A TIME-CONSISTENT GOVERNMENT POLICY [J].
COHEN, D ;
MICHEL, P .
REVIEW OF ECONOMIC STUDIES, 1988, 55 (02) :263-274
[2]  
Judd K. L., 1998, NUMERICAL METHODS EC
[3]   PROJECTION METHODS FOR SOLVING AGGREGATE GROWTH-MODELS [J].
JUDD, KL .
JOURNAL OF ECONOMIC THEORY, 1992, 58 (02) :410-452
[4]  
KLEIN P, 2003, UNPUB TIME CONSISTEN
[5]   Consumption-savings decisions with quasi-geometric discounting [J].
Krusell, P ;
Smith, AA .
ECONOMETRICA, 2003, 71 (01) :365-375
[6]   RULES RATHER THAN DISCRETION - INCONSISTENCY OF OPTIMAL PLANS [J].
KYDLAND, FE ;
PRESCOTT, EC .
JOURNAL OF POLITICAL ECONOMY, 1977, 85 (03) :473-491
[7]   Markov perfect equilibrium I. Observable actions [J].
Maskin, E ;
Tirole, J .
JOURNAL OF ECONOMIC THEORY, 2001, 100 (02) :191-219
[8]  
MIRANDA M, 1996, ANN OPER RES, V68, P89
[9]  
Miranda MJ, 2002, APPL COMPUTATIONAL E
[10]   COMPUTING MARKOV-PERFECT NASH EQUILIBRIA - NUMERICAL IMPLICATIONS OF A DYNAMIC DIFFERENTIATED PRODUCT MODEL [J].
PAKES, A ;
MCGUIRE, P .
RAND JOURNAL OF ECONOMICS, 1994, 25 (04) :555-589