In this note we extend a previously proposed model of international human migration by introducing the possibility that some of the destination countries agree to establish a common upper bound on the migratory flows they are willing to accept jointly. In this framework, we propose a new equilibrium definition and prove its equivalence to a suitably defined variational inequality. Some numerical examples show that the flow distribution under joint regulations can differ from those corre-sponding to a situation where each government autonomously establishes migration bounds.
Passacantando, M., Raciti, F. (2023). A multiclass network international migration model under shared regulations. In P. Cappanera, M. Lapucci, F. Schoen, M. Sciandrone, F. Tardella, F. Visintin (a cura di), Optimization and Decision Science: Operations Research, Inclusion and Equity ODS, Florence, Italy, August 30—September 2, 2022 (pp. 47-57). Berlin : Springer [10.1007/978-3-031-28863-0_5].
A multiclass network international migration model under shared regulations
Passacantando, M;
2023
Abstract
In this note we extend a previously proposed model of international human migration by introducing the possibility that some of the destination countries agree to establish a common upper bound on the migratory flows they are willing to accept jointly. In this framework, we propose a new equilibrium definition and prove its equivalence to a suitably defined variational inequality. Some numerical examples show that the flow distribution under joint regulations can differ from those corre-sponding to a situation where each government autonomously establishes migration bounds.File | Dimensione | Formato | |
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