The probability of return conditional on migration duration: evidence from Kosovo
The aim of this paper is to conceptualise the migration duration decision within the expected utility maximisation framework, and from that to derive and estimate an empirical proposition. For this purpose, the conceptual framework in Kotorri (2015) is extended where households decide to return to t...
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doaj-0dedb2c0072a4b629107c52989cfd6c52021-09-06T19:40:29ZengSciendoSouth East European Journal of Economics and Business2233-19992017-12-01122354610.1515/jeb-2017-0016jeb-2017-0016The probability of return conditional on migration duration: evidence from KosovoKotorri Mrika0Assistant Professor of Economics, Head of the Department of Economics, University of Prishtina, Faculty of Economy, Assistant Professor of Economics at Rochester, Institute of Technology KosovoThe aim of this paper is to conceptualise the migration duration decision within the expected utility maximisation framework, and from that to derive and estimate an empirical proposition. For this purpose, the conceptual framework in Kotorri (2015) is extended where households decide to return to the home country conditional on their migration duration. In the empirical analysis, the Cox proportional hazards model is employed. This analysis is the first to investigate migration duration based on a random sample stemming from the Kosovo census of population conducted in 2011. The findings suggest rather mixed support for the household approach. The hazard to return decreases with income but not nonlinearly. The results indicate that household return migration behaviour is influenced by demographic characteristics, psychic income, and political factors.https://doi.org/10.1515/jeb-2017-0016returnmigrationdurationsurvival analysisj60d1o15 |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Kotorri Mrika |
spellingShingle |
Kotorri Mrika The probability of return conditional on migration duration: evidence from Kosovo South East European Journal of Economics and Business return migration duration survival analysis j60 d1 o15 |
author_facet |
Kotorri Mrika |
author_sort |
Kotorri Mrika |
title |
The probability of return conditional on migration duration: evidence from Kosovo |
title_short |
The probability of return conditional on migration duration: evidence from Kosovo |
title_full |
The probability of return conditional on migration duration: evidence from Kosovo |
title_fullStr |
The probability of return conditional on migration duration: evidence from Kosovo |
title_full_unstemmed |
The probability of return conditional on migration duration: evidence from Kosovo |
title_sort |
probability of return conditional on migration duration: evidence from kosovo |
publisher |
Sciendo |
series |
South East European Journal of Economics and Business |
issn |
2233-1999 |
publishDate |
2017-12-01 |
description |
The aim of this paper is to conceptualise the migration duration decision within the expected utility maximisation framework, and from that to derive and estimate an empirical proposition. For this purpose, the conceptual framework in Kotorri (2015) is extended where households decide to return to the home country conditional on their migration duration. In the empirical analysis, the Cox proportional hazards model is employed. This analysis is the first to investigate migration duration based on a random sample stemming from the Kosovo census of population conducted in 2011. The findings suggest rather mixed support for the household approach. The hazard to return decreases with income but not nonlinearly. The results indicate that household return migration behaviour is influenced by demographic characteristics, psychic income, and political factors. |
topic |
return migration duration survival analysis j60 d1 o15 |
url |
https://doi.org/10.1515/jeb-2017-0016 |
work_keys_str_mv |
AT kotorrimrika theprobabilityofreturnconditionalonmigrationdurationevidencefromkosovo AT kotorrimrika probabilityofreturnconditionalonmigrationdurationevidencefromkosovo |
_version_ |
1717768317327900672 |