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Earnings functions and rates of return
Author(s)
Date Issued
2008-12-15
Date Available
2010-02-04T16:40:05Z
Abstract
The internal rate of return to schooling is a fundamental economic parameter that is
often used to assess whether expenditure on education should be increased or decreased.
This paper considers alternative approaches to estimating marginal internal rates of
return for different schooling levels. We implement a general nonparametric approach
to estimate marginal internal rates of return that take into account tuition costs, income
taxes and nonlinearities in the earnings-schooling-experience relationship. The returns obtained by the more general method differ substantially from Mincer returns in levels
and in their evolution over time. They indicate relatively larger returns to graduating from high school than from graduating from college, although both have been increasing over time.
often used to assess whether expenditure on education should be increased or decreased.
This paper considers alternative approaches to estimating marginal internal rates of
return for different schooling levels. We implement a general nonparametric approach
to estimate marginal internal rates of return that take into account tuition costs, income
taxes and nonlinearities in the earnings-schooling-experience relationship. The returns obtained by the more general method differ substantially from Mincer returns in levels
and in their evolution over time. They indicate relatively larger returns to graduating from high school than from graduating from college, although both have been increasing over time.
Sponsorship
NIH R01-HD043411
NSF 97-09-873
NSF SES-0099195
NSF SES-0241858
American Bar Foundation
Type of Material
Working Paper
Publisher
University College Dublin. Geary Institute
Series
UCD Geary Institute Discussion Paper Series
WP/31/2008
Classification
C31
Subject – LCSH
Wages--Effect of education on
Education--Economic aspects
Language
English
Status of Item
Not peer reviewed
This item is made available under a Creative Commons License
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