In this paper we develop two simple discrete-time Ramsey models augmented with migrant workers to assess the impact of migration on per-capita domestic consumption. In one model we assume perfect substitutability between migrants and natives while in a second model we explore the effect of migration in the case of imperfect substitutability. We find that migration unambiguously rises per-capita domestic consumption growth in the case of perfect substitutability in the short as well as in the long run, while in the case of imperfect substitutability migration increases the long-run per-capita domestic consumption only if production is 'sufficiently' reactive to capital changes. Our findings are partially in contrast to similar analyses developed in continuous time (in particular those of Hazari and Sgro (2003) and Moy and Yip (2006)).
OPTIMAL GROWTH AND MIGRATION IN A DICRETE-TIME RAMSEY MODEL: A NOTE / Patri', Stefano; FABIO DI, Dio; Luca, Correani. - In: JOURNAL OF ACADEMIC RESEARCH IN ECONOMICS. - ISSN 2066-0855. - STAMPA. - 4:1(2012), pp. 1-10.
OPTIMAL GROWTH AND MIGRATION IN A DICRETE-TIME RAMSEY MODEL: A NOTE
PATRI', Stefano;FABIO DI DIO;
2012
Abstract
In this paper we develop two simple discrete-time Ramsey models augmented with migrant workers to assess the impact of migration on per-capita domestic consumption. In one model we assume perfect substitutability between migrants and natives while in a second model we explore the effect of migration in the case of imperfect substitutability. We find that migration unambiguously rises per-capita domestic consumption growth in the case of perfect substitutability in the short as well as in the long run, while in the case of imperfect substitutability migration increases the long-run per-capita domestic consumption only if production is 'sufficiently' reactive to capital changes. Our findings are partially in contrast to similar analyses developed in continuous time (in particular those of Hazari and Sgro (2003) and Moy and Yip (2006)).I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.