Tax Smoothing in a Business Cycle Model with Capital-Skill Complementarity

40 Pages Posted: 9 May 2014

See all articles by Konstantinos Angelopoulos

Konstantinos Angelopoulos

Athens University of Economics and Business - Department of International and European Economic Studies

Stylianos Asimakopoulos

Brunel University London

James R. Malley

University of Glasgow

Date Written: April 8, 2014

Abstract

This paper undertakes a normative investigation of the quantitative properties of optimal tax smoothing in a business cycle model with state contingent debt, capital-skill complementarity, endogenous skill formation and stochastic shocks to public consumption as well as total factor and capital equipment productivity. Our main finding is that an empirically relevant restriction which does not allow the relative supply of skilled labour to adjust in response to aggregate shocks, significantly changes the cyclical properties of optimal labour taxes. Under a restricted relative skill supply, the government finds it optimal to adjust labour income tax rates so that the average net returns to skilled and unskilled labour hours exhibit the same dynamic behaviour as under flexible skill supply.

Keywords: skill premium, tax smoothing, optimal fiscal policy

JEL Classification: E130, E320, E620

Suggested Citation

Angelopoulos, Konstantinos and Asimakopoulos, Stylianos and Malley, James R., Tax Smoothing in a Business Cycle Model with Capital-Skill Complementarity (April 8, 2014). CESifo Working Paper Series No. 4744, Available at SSRN: https://ssrn.com/abstract=2434448 or http://dx.doi.org/10.2139/ssrn.2434448

Konstantinos Angelopoulos

Athens University of Economics and Business - Department of International and European Economic Studies ( email )

GR-10434 Athens
Greece

Stylianos Asimakopoulos

Brunel University London ( email )

Kingston Lane
Uxbridge, Middlesex UB8 3PH
United Kingdom

James R. Malley (Contact Author)

University of Glasgow ( email )

Adam Smith Business School
Glasgow, Scotland G12 8LE
United Kingdom

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