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Erschienen in: International Tax and Public Finance 5/2017

08.11.2016

National income taxation and the geographic distribution of population

verfasst von: Jørn Rattsø, Hildegunn E. Stokke

Erschienen in: International Tax and Public Finance | Ausgabe 5/2017

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Abstract

We study how different national taxation schemes interact with geographic variation in productivity and consumption amenities in determining regional populations. A neoclassical migration equilibrium model is used to analyze the current nominal income tax system in Norway. The analysis is based on estimated regional income differences accounting for both observable and unobservable individual characteristics and the value of experience. Given regional differences in incomes and housing prices, quality of life and productivity are calibrated to model equilibrium. Compared to an undistorted equilibrium with lump-sum taxation, nominal income taxation creates a disincentive to locate in productive high-income regions. The deadweight loss due to locational inefficiencies is 0.18% of gross domestic product (GDP). We study real income taxation and equal real taxes as alternative tax systems. Both alternatives generate a geographic distribution of the population closer to the undistorted equilibrium, and hence with lower deadweight loss. In an extension of the analysis, we take into account payroll taxes. The existing regionally differentiated payroll taxes to the disadvantage of cities generate a deadweight loss of 0.22% of GDP in an economy with lump-sum income taxation. The two distortionary taxes interact and strengthen each other and the combined distortionary effect of income and payroll taxation in the Norwegian system is 0.46% of GDP.

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Fußnoten
1
The traded sector includes non-traded goods other than housing.
 
2
In our data, all regions have wage levels that pay the top income tax. There is no deduction for the social security tax, but there is a minimum income requirement that does not affect our calculations. The five most Northern labor market regions have lower tax rates and larger deductions, but this is ignored to focus on the effect of the tax system.
 
3
The complete expression also includes a term capturing population effects due to regionally differentiated payroll taxes.
 
4
Alternatively, the deadweight loss can be calculated as \(\hbox {DWL}=\frac{1}{2}\xi \cdot Var(s_T {\hat{T}}_j )\), where \(\xi \) is the elasticity of the population differential with respect to the tax differential as share of income. Given our parameterization, \(\xi =-11.8\), compared with an elasticity of −6 in Albouy (2009). The size of the DWL is the same as in Eq. (21).
 
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Metadaten
Titel
National income taxation and the geographic distribution of population
verfasst von
Jørn Rattsø
Hildegunn E. Stokke
Publikationsdatum
08.11.2016
Verlag
Springer US
Erschienen in
International Tax and Public Finance / Ausgabe 5/2017
Print ISSN: 0927-5940
Elektronische ISSN: 1573-6970
DOI
https://doi.org/10.1007/s10797-016-9430-3

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