Chu, Angus C. (2024): A Malthusian model of hybridization in human evolution.
This is the latest version of this item.
![]() |
PDF
MPRA_paper_125139.pdf Download (152kB) |
Abstract
Early modern humans interbred with archaic humans. To explore this phenomenon, we develop a Malthusian growth model with hybridization in human evolution. Our hunting-gathering Malthusian economy features two initial human populations. We derive population dynamics and the conditions for a hybrid human population to emerge and survive in the long run, which explains why modern humans still carry DNA from archaic humans. A higher hybridization rate reduces long-run population size but raises long-run output per capita for the surviving populations in this Malthusian economy. A sufficiently high hybridization rate may even cause the hybrid human population to dominate the population as the only surviving human species. This result captures the probable scenario that all modern humans are hybrid descendants of archaic and early modern humans and provides the following novel insight: modern humans, which emerged from interbreeding, may have caused the extinction of archaic humans and non-hybrid early modern humans. Finally, we also use the Malthusian model to shed some light on the proportion of Neanderthal DNA in the modern human population.
Item Type: | MPRA Paper |
---|---|
Original Title: | A Malthusian model of hybridization in human evolution |
Language: | English |
Keywords: | Ancient human interbreeding; natural selection; Malthusian growth theory |
Subjects: | N - Economic History > N1 - Macroeconomics and Monetary Economics ; Industrial Structure ; Growth ; Fluctuations > N10 - General, International, or Comparative O - Economic Development, Innovation, Technological Change, and Growth > O1 - Economic Development > O13 - Agriculture ; Natural Resources ; Energy ; Environment ; Other Primary Products Q - Agricultural and Natural Resource Economics ; Environmental and Ecological Economics > Q5 - Environmental Economics > Q56 - Environment and Development ; Environment and Trade ; Sustainability ; Environmental Accounts and Accounting ; Environmental Equity ; Population Growth |
Item ID: | 125139 |
Depositing User: | Prof. Angus C. Chu |
Date Deposited: | 27 Jun 2025 13:59 |
Last Modified: | 27 Jun 2025 13:59 |
References: | Ashraf, Q., and Galor, O., 2011. Dynamics and stagnation in the Malthusian epoch. American Economic Review, 101, 2003-2041. Ashraf, Q., and Galor, O., 2018. The macrogenoeconomics of comparative development. Journal of Economic Literature, 56, 1119-1155. Chu, A., 2023. Natural selection and Neanderthal extinction in a Malthusian economy. Journal of Population Economics, 36, 1641-1656. Chu, A., 2025a. Human brain evolution in a Malthusian economy. Macroeconomic Dynamics, forthcoming. Chu, A., 2025b. Human Origins and Evolution in a Malthusian Economy. World Scientific Publishing. Chu, A., Peretto, P., and Furukawa, Y., 2024. Evolution from political fragmentation to a unified empire in a Malthusian economy. Journal of Economic Behavior and Organization, 222, 284-293. Chu, A., and Xu, R., 2024. From Neolithic Revolution to industrialization. Macroeconomic Dynamics, 28, 699-717. Collins, J., Baer, B., and Weber, E. J., 2014. Economic growth and evolution: Parental preference for quality and quantity of offspring. Macroeconomic Dynamics, 18, 1773-1796. Dalgaard, C.-J., and Strulik, H., 2015. The physiological foundations of the wealth of nations. Journal of Economic Growth, 20, 37-73. Ehrlich, I., and Lui, F., 1997. The problem of population and growth: A review of the literature from Malthus to contemporary models of endogenous population and endogenous growth. Journal of Economic Dynamics and Control, 21, 205-242. Fisher, R. A., 1922. On the dominance ratio. Proceedings of the Royal Society of Edinburgh, 42, 321-341. Fisher, R. A., 1930. The Genetical Theory of Natural Selection. Oxford: Clarendon Press. Galor, O., 2005. From stagnation to growth: Unified growth theory. Handbook of Economic Growth, 1, 171-293. Galor, O., 2011. Unified Growth Theory. Princeton University Press. Galor, O., 2022. The Journey of Humanity: The Origins of Wealth and Inequality. Dutton. Galor, O., and Klemp, M., 2019. Human genealogy reveals a selective advantage to moderate fecundity. Nature Ecology & Evolution, 3, 853-857. Galor, O., and Michalopoulos, S., 2012. Evolution and the growth process: Natural selection of entrepreneurial traits. Journal of Economic Theory, 147, 759-780. Galor, O., and Moav, O., 2002. Natural selection and the origin of economic growth. Quarterly Journal of Economics, 117, 1133-1191. Galor, O., and Ozak, O., 2016. The agricultural origins of time preference. American Economic Review, 106, 3064-3103. Horan, R., Bulte, E., and Shogren, J., 2005. How trade saved humanity from biological exclusion: An economic theory of Neanderthal extinction. Journal of Economic Behavior & Organization, 58, 1-29. Ishida, Y., and Rosales, A., 2020. The origins of the stochastic theory of population genetics: The Wright-Fisher model. Studies in History and Philosophy of Science Part C: Studies in History and Philosophy of Biological and Biomedical Sciences, 79, 101226. Krause, J., Fu, Q., Good, J. M., Viola, B., Shunkov, M. V., Derevianko, A.P., and Paabo, S., 2010. The complete mitochondrial DNA genome of an unknown hominin from southern Siberia. Nature, 464, 894-897. Lagerlof, N.-P., 2007. Long-run trends in human body mass. Macroeconomic Dynamics, 11, 367-387. Malthus, T.R., 1798. An Essay on the Principle of Population. Oxford World's Classics. Neves, A. G., and Serva, M., 2012. Extremely rare interbreeding events can explain Neanderthal DNA in living humans. PLoS One, 7, e47076. Price, M., 2020. Africans, too, carry Neanderthal genetic legacy: Ancient Europeans took Neanderthal DNA back to Africa. Science, 367, p. 497. Prufer, K., de Filippo, C., Grote, S., Mafessoni, F., Korlevic, P., Hajdinjak, M., Vernot, B., Skov, L., Hsieh, P., Peyregne, S., Reher, D., Hopfe, C., Nagel, S., Maricic, T., Fu, Q., Theunert, C., Rogers, R., Skoglund, P., Chintalapati, M., Dannemann, M., Nelson, B.J., Key, F.M., Rudan, P., Kucan, Z., Gusic, I., Golovanova, L.V., Doronichev, V.B., Patterson, N., Reich, D., Eichler, E.E., Slatkin, M., Schierup, M.H., Andres, A.M., Kelso, J., Meyer, M., and Paabo, S., 2017. A high-coverage Neandertal genome from Vindija Cave in Croatia. Science, 358, 655-658. Serva, M., 2015. A stochastic model for the interbreeding of two populations continuously sharing the same habitat. Bulletin of Mathematical Biology, 77, 2354-2365. Wright, S., 1931. Evolution in Mendelian populations. Genetics, 16, 97-159. |
URI: | https://mpra.ub.uni-muenchen.de/id/eprint/125139 |
Available Versions of this Item
-
A Malthusian model of hybridization in human evolution. (deposited 25 Nov 2024 14:46)
-
A Malthusian model of hybridization in human evolution. (deposited 08 Mar 2025 08:49)
- A Malthusian model of hybridization in human evolution. (deposited 27 Jun 2025 13:59) [Currently Displayed]
-
A Malthusian model of hybridization in human evolution. (deposited 08 Mar 2025 08:49)