Immigration and immigrant generations in population projections

Immigration and immigrant generations in population projections

0.00 Avg rating0 Votes
Article ID: iaor19932305
Country: Netherlands
Volume: 8
Issue: 3
Start Page Number: 459
End Page Number: 476
Publication Date: Sep 1992
Journal: International Journal of Forecasting
Authors: ,
Keywords: forecasting: applications
Abstract:

This paper proposes a new model for population projections. This model projects an initial population under conditions of fertility, mortality, and international migration (like standard cohort-component models), but considers the population arrayed by generation. The model incorporates four generations: a foreign-born first generation (the immigrants), a second generation (sons and daughters of immigrants), a third generation (grandsons and granddaughteres of immigrants), and fourth-and-higher generations. The model requires fertility, mortality, and migration equations by generation, which take a somewhat different form than in conventional cohort-component population projection. Consideration of the model also makes apparent that assignment of births to generations may not follow a simple form: the paper presents a method for including the empirical description of intergenerational births within the generational framework. As an example, the authors examine the next century of population growth for the Asian, Black, Hispanic, and White non-Hispanic populations in the United States, comparing their growth rates and their composition within the total U.S. population. With annual net immigration of 950000, the total US population of 249 million in 1990 will top 400 million in 2070 and reach about 432 million in 2090. Thus, the level of immigration and emigration assumed in these projections suggests considerable population growth for the next hundred years. The racial/ethnic composition of the United States will shift markedly during the next century, as described in the paper.

Reviews

Required fields are marked *. Your email address will not be published.