The Optimal Income Taxation of Couples as a Multi-Dimensional Screening Problem

Publikation: Working paperForskning

Standard

The Optimal Income Taxation of Couples as a Multi-Dimensional Screening Problem. / Kleven, Henrik Jacobsen; Kreiner, Claus Thustrup; Saez, Emmanuel.

CESifo, 2007.

Publikation: Working paperForskning

Harvard

Kleven, HJ, Kreiner, CT & Saez, E 2007 'The Optimal Income Taxation of Couples as a Multi-Dimensional Screening Problem' CESifo. <http://www.cesifo.de/DocCIDL/cesifo1_wp2092.pdf>

APA

Kleven, H. J., Kreiner, C. T., & Saez, E. (2007). The Optimal Income Taxation of Couples as a Multi-Dimensional Screening Problem. CESifo. http://www.cesifo.de/DocCIDL/cesifo1_wp2092.pdf

Vancouver

Kleven HJ, Kreiner CT, Saez E. The Optimal Income Taxation of Couples as a Multi-Dimensional Screening Problem. CESifo. 2007.

Author

Kleven, Henrik Jacobsen ; Kreiner, Claus Thustrup ; Saez, Emmanuel. / The Optimal Income Taxation of Couples as a Multi-Dimensional Screening Problem. CESifo, 2007.

Bibtex

@techreport{7e776ed083c311dcbee902004c4f4f50,
title = "The Optimal Income Taxation of Couples as a Multi-Dimensional Screening Problem",
abstract = "This paper explores the optimal income tax treatment of couples. Each couple is modelled as a single agent supplying labor along two dimensions: primary-earner and secondary-earner labor supply. We consider fully general nonlinear income tax schedules which creates a multi-dimensional screening problem. We prove that, under regularity and separability assumptions for utility functions and for a wide class of social welfare functions, optimal tax schemes display negative jointness such that the tax rate on one person decreases in the earnings of the spouse. We also show that the tax on the secondary earner tends to zero asymptotically as the earnings of the primary earner becomes large. These results are valid both in models where secondary earners make only a binary labor supply choice (work or not work), and in models where both spouses make continuous labor supply decisions. In the latter case and in contrast to the multi-dimensional screening monopoly model, the optimal tax system is regular everywhere with no bunching for a wide set of parameters",
author = "Kleven, {Henrik Jacobsen} and Kreiner, {Claus Thustrup} and Emmanuel Saez",
note = "JEL Classification: H21, H31",
year = "2007",
language = "English",
publisher = "CESifo",
type = "WorkingPaper",
institution = "CESifo",

}

RIS

TY - UNPB

T1 - The Optimal Income Taxation of Couples as a Multi-Dimensional Screening Problem

AU - Kleven, Henrik Jacobsen

AU - Kreiner, Claus Thustrup

AU - Saez, Emmanuel

N1 - JEL Classification: H21, H31

PY - 2007

Y1 - 2007

N2 - This paper explores the optimal income tax treatment of couples. Each couple is modelled as a single agent supplying labor along two dimensions: primary-earner and secondary-earner labor supply. We consider fully general nonlinear income tax schedules which creates a multi-dimensional screening problem. We prove that, under regularity and separability assumptions for utility functions and for a wide class of social welfare functions, optimal tax schemes display negative jointness such that the tax rate on one person decreases in the earnings of the spouse. We also show that the tax on the secondary earner tends to zero asymptotically as the earnings of the primary earner becomes large. These results are valid both in models where secondary earners make only a binary labor supply choice (work or not work), and in models where both spouses make continuous labor supply decisions. In the latter case and in contrast to the multi-dimensional screening monopoly model, the optimal tax system is regular everywhere with no bunching for a wide set of parameters

AB - This paper explores the optimal income tax treatment of couples. Each couple is modelled as a single agent supplying labor along two dimensions: primary-earner and secondary-earner labor supply. We consider fully general nonlinear income tax schedules which creates a multi-dimensional screening problem. We prove that, under regularity and separability assumptions for utility functions and for a wide class of social welfare functions, optimal tax schemes display negative jointness such that the tax rate on one person decreases in the earnings of the spouse. We also show that the tax on the secondary earner tends to zero asymptotically as the earnings of the primary earner becomes large. These results are valid both in models where secondary earners make only a binary labor supply choice (work or not work), and in models where both spouses make continuous labor supply decisions. In the latter case and in contrast to the multi-dimensional screening monopoly model, the optimal tax system is regular everywhere with no bunching for a wide set of parameters

M3 - Working paper

BT - The Optimal Income Taxation of Couples as a Multi-Dimensional Screening Problem

PB - CESifo

ER -

ID: 1385451