Modifikasi Model Logisitik Untuk Peramalan Penduduk
DOI:
https://doi.org/10.33488/1.jh.2018.1.30Abstract
The logistics model can be modified by adding migration factors as a function to the population. This function considers the existence of limited human migration and interaction by the ability of environmental carrying capacity. This model can be completed qualitatively by using the method of point balance analysis and quantitatively by using the exact undesired metodediferensial. Both of these methods give the same result. If the intrinsic growth rate is greater than for migration then for a long period of time, the model will depend on intrinsic growth factor, environmental carrying capacity and migration rate. Furthermore, if the intrinsic growth is small rather than migration then for a prolonged period of time, the model will depend on minus intrinsic growth, environmental carrying capacity and immigration. Then, if migration growth is the same as migration then the model becomes Malthus model.
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Borelli, R. and Coleman, C. S. 1987. Differential Equation, A Modelling Approach. New Jersey: Prentice-Hall Inc.
Boyce, W. E.,&DiPrima R. C. 2009. Elementary Differential Equations with Boundary Value Problems, Ninth Edition. New York: John Wiley & Sons.
Edwards, C. H., & Penney, D. E. 2008. Elementary Differential Equations, Sixth Edition. New Jersey: Prentice-Hall Inc.
Laham, M. F., Krishnurajah, I. S., & Sharif, J. M. 2012. Fish Harvesting Management Strategies Using Logistic Growth Model. Journal of Sains Malaysiana. 41(2):171-177.
Murray, J. D. 2002. Mathematical Biology, Second Corrected Edition. Berlin Heidelberg: Springer-Varley.
Rakhim, A. A. 2015. Model Logistik dengan Migrasi dan Aplikasinya pada Data Penduduk Kelurahan Purwanegara Kecamatan Purwokerto Utara [Logistic Model with Migration and Application for Population Data at Kelurahan Purwanegara, Kecamatan Purwokerto Utara] (Thesis (unpublished), Jenderal Soedirman University).
Safuan, H.M., Towers, I. N., Javanoski, Z., & Sidhu, H. S. 2012. Coupled Logistic Carrying Capacity Model. Journal of EMAC 2011. 53: C127-C184.
The World Bank. 2015, retrieved from data.worldbank.org/indicator/SP.POP.TOTL?
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