Productivity growth and convergence: a stochastic frontier analysis

Moura e Sa Cardoso, C. and Ravishankar, G. 2015. Productivity growth and convergence: a stochastic frontier analysis. Journal of Economic Studies. 42 (2), pp. 224-236. https://doi.org/10.1108/JES-08-2013-0121

TitleProductivity growth and convergence: a stochastic frontier analysis
TypeJournal article
AuthorsMoura e Sa Cardoso, C. and Ravishankar, G.
Abstract

Purpose
– The purpose of this paper is to assess the effect of human capital development on regional productivity growth and convergence in the Spanish provinces over the period 1991-2006.

Design/methodology/approach
– The stochastic frontier analysis (SFA) methodology is used to estimate production inefficiencies. This approach enables the assessment of the degree to which a given region’s observed output deviates from the maximal possible. Therefore, the resulting region specific productive efficiencies are modelled as outcomes of the level of human capital. A β-convergence equation for the regional efficiency levels is also estimated to detect any signs of regional catching-up.

Findings
– The results show that increasing levels of human capital development are associated with lower regional inefficiency. All levels of education contributed to reduce the inefficiency levels, however, secondary schooling played a stronger role than primary and even higher education. There is also evidence of regional convergence towards the best practice frontier through a process that is beneficially aided by human capital development.

Originality/value
– The paper combines the use of the SFA to study the effect of human capital on regional productivity with the estimation of a β-convergence equation for the obtained regional efficiency levels.

KeywordsSFA, Human capital, Regional growth
JournalJournal of Economic Studies
Journal citation42 (2), pp. 224-236
ISSN0144-3585
Year2015
PublisherEmerald Publishing Limited
Accepted author manuscript
Digital Object Identifier (DOI)https://doi.org/10.1108/JES-08-2013-0121
Publication dates
Published17 Apr 2015

Permalink - https://westminsterresearch.westminster.ac.uk/item/9zq0q/productivity-growth-and-convergence-a-stochastic-frontier-analysis


Share this

Usage statistics

122 total views
258 total downloads
These values cover views and downloads from WestminsterResearch and are for the period from September 2nd 2018, when this repository was created.