Please use this identifier to cite or link to this item: http://repository.ipb.ac.id/handle/123456789/72581
Title: Analisis model pertumbuhan penduduk stabil dan kuasi-stabil
Other Titles: Analysis of stable and quasi-stable population growth models
Authors: Sumarno, Hadi
Budiarti, Retno
Hanggara, Ikhsan Dika
Issue Date: 2014
Publisher: Bogor Agricultural University (IPB)
Abstract: Model pertumbuhan penduduk merupakan hal yang penting dalam mengantisipasi persoalan ekonomi, social, dan politik dalam suatu bangsa yang diakibatkan oleh perubahan jumlah penduduk. Perubahan jumlah penduduk dapat dipengaruhi oleh faktor fertilitas, mortalitas , dan migrasi. Karya ilmiah ini bertujuan untuk memodelkan pertumbuhan penduduk stabil dan kuasi-stabil lalu mengaplikasikannya dalam penduduk Indonesia tahun 2000, 2005 dan 2010. Hasil proyeksi akan dibandingkan dengan data sensus lalu akan diperoleh nilai galatnya. Hasil penelitian menunjukkan bahwa model kuasi-stabil dengan adanya faktor perbaikan kematian lebih baik daripada model stabil. Berdasarkan model kuasi-stabil hasil proyeksi penduduk Indonesia tahun 2015 sebesar 255,236,560. Keywords : pertumbuhan penduduk, kuasi-stabil, fertilitas, mortalitas.
Model of population growth is essential to anticipate problems in the economic, social and political in a nation that affected by the change of population. Changes in a population can be affected by factors of fertility, mortality, and migration. This paper aims to model stable and quasi-stable population growth and then applies these models to population of Indonesia for 2000, 2005 and 2010. The projection results is compared to the census data and then error value will be obtained. The results showed that the quasi-stable model with mortality improvement factor is better than the stable model. Based on the quasistable model, prediction of population of Indonesia in 2015 is 255,236,560. Keywords: population growth, quasi-stable, fertility, mortality
URI: http://repository.ipb.ac.id/handle/123456789/72581
Appears in Collections:UT - Mathematics

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