Andrey Korotayev (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Andrey Korotayev" in English language version.

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37academia.edu

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academia.edu

Korotayev A.; Malkov A.; Khaltourina D. (2006). Introduction to Social Macrodynamics: Secular Cycles and Millennial Trends. Moscow: URSS.
See, e.g., Korotayev A., Malkov A., Khaltourina D. Introduction to Social Macrodynamics: Compact Macromodels of the World System Growth. Moscow: URSS Publishers, 2006.
See, e.g., Korotayev A., Malkov A., Khaltourina D. Introduction to Social Macrodynamics: Compact Macromodels of the World System Growth. Moscow: URSS Publishers, 2006; Korotayev A. V. A Compact Macromodel of World System Evolution // Journal of World-Systems Research 11/1 (2005): 79–93 Archived 6 July 2009 at the Wayback Machine; for a detailed mathematical analysis of this issue see A Compact Mathematical Model of the World System Economic and Demographic Growth, 1 CE – 1973 CE; for an analysis of this pattern suggested by Korotayev see, e.g., Carter, B., (2008), "Five or six step scenario for evolution?" Int. J. Astrobiology 7 (2008) 177–182. As Francis Heylighen puts it, "an elegant example is the explanation by Korotayev of the hyperbolic growth of the world population until 1960. In the model, population growth is initially modeled by a traditional logistic growth equation, where population N starts by growing exponentially but then slows down until it reaches the maximum value expressed by the carrying capacity of the environment. This carrying capacity is proportional to the overall productivity of technology, i.e. its ability to extract from the natural environment the resources necessary for survival. In a second equation, the growth of technological productivity is considered to be proportional to the technology that is already there (simple exponential growth), but also to the population number, under the simple assumption that more individuals will discover more innovations. The authors shows that the two equations together produce a hyperbolic growth curve that mimics the observed historical growth of world population with a surprising accuracy (explaining over 99% of the variation for the period 500 BC–1962)" (Heylighen, Francis (2007). "Accelerating socio-technological evolution: from ephemeralization and stigmergy to the Global Brain" (PDF). In Modelski, George; Devezas, Tessaleno; Thompson, William (eds.). Globalization as evolutionary process: Modeling global change. Rethinking Globalizations. London: Routledge. pp. 284–335. ISBN 978-0-415-77361-4. ISBN 978-1-135-97764-1.).
Introduction to Social Macrodynamics: Secular Cycles and Millennial Trends. Moscow: URSS, 2006; The World System urbanization dynamics. History & Mathematics: Historical Dynamics and Development of Complex Societies. Edited by Peter Turchin, Leonid Grinin, Andrey Korotayev, and Victor C. de Munck. Moscow: KomKniga, 2006. ISBN 5-484-01002-0. P. 44-62
Korotayev A., Zinkina J. On the structure of the present-day convergence. Campus-Wide Information Systems. Vol. 31 No. 2/3, 2014, pp. 139–152
Zinkina J., Korotayev A. Explosive Population Growth in Tropical Africa: Crucial Omission in Development Forecasts (Emerging Risks and Way Out). World Futures 70/2 (2014): 120–139.
The 21st Century Singularity and its Big History Implications: A re-analysis. Journal of Big History 2/3 (2018): 71 - 118.
Korotayev A.V., Khaltourina D.A. Introduction to Social Macrodynamics: Secular Cycles and Millennial Trends in Africa. Moscow: URSS, 2006. ISBN 5-484-00560-4.
Korotayev, Andrey. "Egyptian Revolution: A Demographic Structural Analysis // Entelequia. Revista Interdisciplinar 13 (2011): 139–169" – via academia.edu.
http://polit.ru/article/2013/06/29/revolutions/; see also Egyptian coup of 2013: an 'econometric' analysis. The Journal of North African Studies. 2016. Vol. 21 (3). P. 341–356.
Korotayev, A.; Issaev, L.; Zinkina, J. (2015). "Center-periphery dissonance as a possible factor of the revolutionary wave of 2013-2014: A cross-national analysis". Cross-Cultural Research. 49 (5): 461–488. doi:10.1177/1069397115595374. S2CID 36149423.
Akaev, Askar; Korotayev, Andrey; Issaev, Leonid; Zinkina, Julia (2017). "Technological development and protest waves: Arab spring as a trigger of the global phase transition?". Technological Forecasting and Social Change. 116: 316–321. doi:10.1016/j.techfore.2016.08.009 – via academia.edu.
Population Dynamics and Internal Warfare: A Reconsideration Archived 3 June 2016 at the Wayback Machine. Social Evolution & History 5/2 (2006): 112–147.
Population Dynamics and Internal Warfare: A Reconsideration Archived 3 June 2016 at the Wayback Machine. Social Evolution & History 5/2 (2006): 112–147; see also Korotayev A., Malkov A., Khaltourina D. Introduction to Social Macrodynamics. Secular Cycles and Millennial Trends. Moscow: URSS, 2006; Korotayev A.V., Khaltourina D.A. Introduction to Social Macrodynamics: Secular Cycles and Millennial Trends in Africa. Moscow: URSS, 2006. ISBN 5-484-00560-4; note that these findings are relevant for the preindustrial social systems only.
See, e.g., Egyptian Revolution: A Demographic Structural Analysis. Entelequia. Revista Interdisciplinar 13 (2011): 139–169.
Korotayev, A., Malkov, S., & Grinin, L. (2014). A trap at the escape from the trap? Some demographic structural factors of political instability in modernizing social systems. History & Mathematics, 4, 201-267.
See, e.g., Korotayev A., Khaltourina D. Russian Demographic Crisis in Cross-National Perspective. Russia and Globalization: Identity, Security, and Society in an Era of Change. Ed. by D. W. Blum. Baltimore, MD: Johns Hopkins University Press, 2008. P. 37-78; Khaltourina, D. A., & Korotayev, A. V. 'Potential for alcohol policy to decrease the mortality crisis in Russia', Evaluation & the Health Professions, vol. 31, no. 3, Sep 2008. pp. 272–281; Khaltourina, Daria, and Andrey Korotayev. "Effects of Specific Alcohol Control Policy Measures on Alcohol-Related Mortality in Russia from 1998 to 2013." Alcohol and Alcoholism (2015): agv042 ^{[dead link]}.
Critical 10 Years. Demographic Policies of the Russian Federation: Successes and Challenges. – Moscow: Russian Presidential Academy of National Economy and Public Administration, 2015. P. 101-123..
Korotayev A., Malkov A., Khaltourina D. (2006), Introduction to Social Macrodynamics, Moscow: URSS, ISBN 5-484-00414-4 [1] (Chapter 6: Reconsidering Weber: Literacy and "the Spirit of Capitalism" Archived 17 July 2011 at the Wayback Machine). P.87-91.
Korotayev A., Malkov A., Khaltourina D. (2006), Introduction to Social Macrodynamics, Moscow: URSS, ISBN 5-484-00414-4 [2] (Chapter 6: Reconsidering Weber: Literacy and "the Spirit of Capitalism" Archived 17 July 2011 at the Wayback Machine). P.88-91.
Korotayev A.; Malkov A.; Khaltourina D. (2006). Introduction to Social Macrodynamics: Compact Macromodels of the World System Growth. Moscow: KomKniga. ISBN 5-484-00414-4.
Korotayev A. V. A Compact Macromodel of World System Evolution.Journal of World-Systems Research 11/1 (2005): 79–93 Archived 6 July 2009 at the Wayback Machine; Korotayev A., Malkov A., Khaltourina D. (2006). Introduction to Social Macrodynamics: Compact Macromodels of the World System Growth. Moscow: KomKniga. ISBN 5-484-00414-4; Korotayev A. Compact Mathematical Models of World System Development, and How they can Help us to Clarify our Understanding of Globalization Processes // Globalization as Evolutionary Process: Modeling Global Change / Edited by George Modelski, Tessaleno Devezas, and William R. Thompson. London: Routledge, 2007. P. 133-160.
Korotayev A. et al. Phases of global demographic transition correlate with phases of the Great Divergence and Great Convergence. Technological Forecasting and Social Change. Volume 95, June 2015, Page 163.
Korotayev A. V. A Compact Macromodel of World System Evolution.Journal of World-Systems Research 11/1 (2005): 79–93 Archived 6 July 2009 at the Wayback Machine; Korotayev A., Malkov A., Khaltourina D. (2006). Introduction to Social Macrodynamics: Compact Macromodels of the World System Growth. Moscow: KomKniga. ISBN 5-484-00414-4
Andrey Korotayev. "World Religions and Social Evolution of the Old World Oikumene Civilizations: a Cross-Cultural Perspective". Mellen Press. Retrieved 31 December 2013.
See, e.g., Korotayev A. Form of marriage, sexual division of labor, and postmarital residence in cross-cultural perspective: A reconsideration. Journal of anthropological research ISSN 0091-7710. 2003, Vol. 59, No. 1, pp. 69–89, Korotayev, Andrey (2003). "Division of Labor by Gender and Postmarital Residence in Cross-Cultural Perspective: A Reconsideration". Cross-Cultural Research. 37 (4): 335–372. doi:10.1177/1069397103253685. S2CID 145694651..
Korotayev A., Berezkin Yu., Kozmin A., Arkhipova A.Return of the White Raven: Postdiluvial Reconnaissance Motif A2234.1.1 Reconsidered // Journal of American Folklore 119: 472–520.
See, e.g., "Midwest-Amazonian" Folklore-Mythological Parallels?. Acta Americana 14/1 (2006): 5–24; Myths and Genes. A Deep Historical Reconstruction. Moscow: Librokom/URSS, 2011; Korotayev A. et al. Which genes and myths did the different waves of the peopling of Americas bring to the New World?. History and Mathematics 6 (2017): 9-77. [3].
Korotayev A.V.; Kazankov A.A. (2000). "Regions Based on Social Structure: A Reconsideration". Current Anthropology. 41 (5): 668–69. doi:10.1086/317395. S2CID 146717594.
Myths and Genes. A Deep Historical Reconstruction. Moscow: Librokom/URSS, 2011.
Andrey V. Korotayev (2003). "Unilineal Descent Groups and Deep Christianization: A Cross-Cultural Comparison". Cross-Cultural Research. 37 (1). Sage: 132–156.
Korotayev, A.; Issaev, L.; Rudenko, M.; Shishkina, A.; Ivanov, E. (2016). "Afrasian Instability Zone and Its Historical Background". Social Evolution & History. 15 (2): 120–140.
E.g., Sabaean Cultural-Political Area: Some General Trends of Evolution. Proceedings of the Seminar for Arabian Studies. 23 (1993): 49–60.
Korotayev A. V. "Were There Any Truly Matrilineal Lineages in the Arabian Peninsula?" Proceedings of the Seminar for Arabian Studies 25 (1995); pp. 83–98.
Socio-Political Conflict in the Qatabanian Kingdom? (A preliminary re-interpretation of the Qatabanic inscription R 3566). Proceedings of the Seminar for Arabian Studies 27 (1997): 141–158; this interpretation has been recognized as authoritative by the Corpus of South Arabian Inscriptions (Pisa: Edizioni Plus, 2004).
"A Trap at the Escape From The Trap? Demographic-Structural Factors of Political Instability in Modern Africa and West Asia". Cliodynamics. 2011. pp. 276–303.
Korotayev A.; Klimenko V.; Proussakov D. "Origins of Islam: Political-Anthropological and Environmental Context". Acta Orientalia Academiae Scientiarum Hungaricae. 53 (3–4): 243–276.

archives-ouvertes.fr

halshs.archives-ouvertes.fr

d'Huy, J., Le Quellec, J. L., Berezkin, Y., Lajoye, P., & Uther, H. J. (2017). Studying folktale diffusion needs unbiased dataset. Proceedings of the National Academy of Sciences of the United States of America. https://doi.org/10.1073/pnas.1714884114

arxiv.org

See, e.g., Korotayev A., Malkov A., Khaltourina D. Introduction to Social Macrodynamics: Compact Macromodels of the World System Growth. Moscow: URSS Publishers, 2006; Korotayev A. V. A Compact Macromodel of World System Evolution // Journal of World-Systems Research 11/1 (2005): 79–93 Archived 6 July 2009 at the Wayback Machine; for a detailed mathematical analysis of this issue see A Compact Mathematical Model of the World System Economic and Demographic Growth, 1 CE – 1973 CE; for an analysis of this pattern suggested by Korotayev see, e.g., Carter, B., (2008), "Five or six step scenario for evolution?" Int. J. Astrobiology 7 (2008) 177–182. As Francis Heylighen puts it, "an elegant example is the explanation by Korotayev of the hyperbolic growth of the world population until 1960. In the model, population growth is initially modeled by a traditional logistic growth equation, where population N starts by growing exponentially but then slows down until it reaches the maximum value expressed by the carrying capacity of the environment. This carrying capacity is proportional to the overall productivity of technology, i.e. its ability to extract from the natural environment the resources necessary for survival. In a second equation, the growth of technological productivity is considered to be proportional to the technology that is already there (simple exponential growth), but also to the population number, under the simple assumption that more individuals will discover more innovations. The authors shows that the two equations together produce a hyperbolic growth curve that mimics the observed historical growth of world population with a surprising accuracy (explaining over 99% of the variation for the period 500 BC–1962)" (Heylighen, Francis (2007). "Accelerating socio-technological evolution: from ephemeralization and stigmergy to the Global Brain" (PDF). In Modelski, George; Devezas, Tessaleno; Thompson, William (eds.). Globalization as evolutionary process: Modeling global change. Rethinking Globalizations. London: Routledge. pp. 284–335. ISBN 978-0-415-77361-4. ISBN 978-1-135-97764-1.).

books.google.com

See, e.g., Korotayev A., Malkov A., Khaltourina D. Introduction to Social Macrodynamics: Compact Macromodels of the World System Growth. Moscow: URSS Publishers, 2006; Korotayev A. V. A Compact Macromodel of World System Evolution // Journal of World-Systems Research 11/1 (2005): 79–93 Archived 6 July 2009 at the Wayback Machine; for a detailed mathematical analysis of this issue see A Compact Mathematical Model of the World System Economic and Demographic Growth, 1 CE – 1973 CE; for an analysis of this pattern suggested by Korotayev see, e.g., Carter, B., (2008), "Five or six step scenario for evolution?" Int. J. Astrobiology 7 (2008) 177–182. As Francis Heylighen puts it, "an elegant example is the explanation by Korotayev of the hyperbolic growth of the world population until 1960. In the model, population growth is initially modeled by a traditional logistic growth equation, where population N starts by growing exponentially but then slows down until it reaches the maximum value expressed by the carrying capacity of the environment. This carrying capacity is proportional to the overall productivity of technology, i.e. its ability to extract from the natural environment the resources necessary for survival. In a second equation, the growth of technological productivity is considered to be proportional to the technology that is already there (simple exponential growth), but also to the population number, under the simple assumption that more individuals will discover more innovations. The authors shows that the two equations together produce a hyperbolic growth curve that mimics the observed historical growth of world population with a surprising accuracy (explaining over 99% of the variation for the period 500 BC–1962)" (Heylighen, Francis (2007). "Accelerating socio-technological evolution: from ephemeralization and stigmergy to the Global Brain" (PDF). In Modelski, George; Devezas, Tessaleno; Thompson, William (eds.). Globalization as evolutionary process: Modeling global change. Rethinking Globalizations. London: Routledge. pp. 284–335. ISBN 978-0-415-77361-4. ISBN 978-1-135-97764-1.).

doi.org

Markov, Alexander V; Korotayev, Andrey V (2007). "Phanerozoic marine biodiversity follows a hyperbolic trend". Palaeoworld. 16 (4): 311–318. doi:10.1016/j.palwor.2007.01.002.
The 21st Century Singularity and Global Futures. World-Systems Evolution and Global Futures. 2020. doi:10.1007/978-3-030-33730-8. ISBN 978-3-030-33729-2.
Korotayev, A.; Issaev, L.; Zinkina, J. (2015). "Center-periphery dissonance as a possible factor of the revolutionary wave of 2013-2014: A cross-national analysis". Cross-Cultural Research. 49 (5): 461–488. doi:10.1177/1069397115595374. S2CID 36149423.
Akaev, Askar; Korotayev, Andrey; Issaev, Leonid; Zinkina, Julia (2017). "Technological development and protest waves: Arab spring as a trigger of the global phase transition?". Technological Forecasting and Social Change. 116: 316–321. doi:10.1016/j.techfore.2016.08.009 – via academia.edu.
Korotayev, Andrey; Zinkina, Julia; Bogevolnov, Justislav (2011). "Kondratieff waves in global invention activity (1900–2008)". Technological Forecasting and Social Change. 78 (7): 1280. doi:10.1016/j.techfore.2011.02.011.
See, e.g., Korotayev A. Form of marriage, sexual division of labor, and postmarital residence in cross-cultural perspective: A reconsideration. Journal of anthropological research ISSN 0091-7710. 2003, Vol. 59, No. 1, pp. 69–89, Korotayev, Andrey (2003). "Division of Labor by Gender and Postmarital Residence in Cross-Cultural Perspective: A Reconsideration". Cross-Cultural Research. 37 (4): 335–372. doi:10.1177/1069397103253685. S2CID 145694651..
Korotayev A.V.; Kazankov A.A. (2000). "Regions Based on Social Structure: A Reconsideration". Current Anthropology. 41 (5): 668–69. doi:10.1086/317395. S2CID 146717594.
d'Huy, J., Le Quellec, J. L., Berezkin, Y., Lajoye, P., & Uther, H. J. (2017). Studying folktale diffusion needs unbiased dataset. Proceedings of the National Academy of Sciences of the United States of America. https://doi.org/10.1073/pnas.1714884114
Korotayev, Andrey (2000). "Parallel-Cousin (FBD) Marriage, Islamization, and Arabization". Ethnology. 39 (4): 395–407. doi:10.2307/3774053. JSTOR 3774053.

edurss.ru

"History and mathematics: Historical Dynamics and Development of Complex Societies". URSS. Archived from the original on 22 July 2010. Retrieved 31 December 2013.

escholarship.org

Note that the analysis of log-linear oscillations in the gold price dynamics for 2003–2010 conducted by him together with Askar Akayev allowed them to forecast in November 2010 a possible start of the second wave of the global crisis in June – August 2011. See Askar Akayev, Alexey Fomin, Sergey Tsirel, and Andrey Korotayev. Log-Periodic Oscillation Analysis Forecasts the Burst of the "Gold Bubble" in April – June 2011. Structure and Dynamics 4/3 (2010): 1–11.
Korotayev, Andrey V.; Malkov, Artemy S.; Khaltourina, Daria A. (9 October 2006). "Secular Cycles and Millennial Trends" – via escholarship.org.
Korotayev, Andrey V., & Tsirel, Sergey V.(2010). A Spectral Analysis of World GDP Dynamics: Kondratieff Waves, Kuznets Swings, Juglar and Kitchin Cycles in Global Economic Development, and the 2008–2009 Economic Crisis. Structure and Dynamics. Vol.4. No. 1. P.3-57. Referring to this article, John A. Mathews notes: "The Russian polymath Andrey Korotayev together with his collaborator Sergey Tsirel has recently revived the study of long waves (or K-waves, after Kondratiev (Kondratieff)) by subjecting the time series to spectral analysis – thereby providing solid proof that these waves exist" (The renewable energies technology surge: A new techno-economic paradigm in the making? Working Papers in Technology Governance and Economic Dynamics. The Other Canon Foundation, Norway. 2012. No. 44. P. 6. Note 6)

hse.ru

"HSE University - Moscow staff". hse.ru.

ias.edu

hs.ias.edu

"2003-2004 Members, Vistors [sic] and Research Assistants | School of Historical Studies". hs.ias.edu. 6 July 2011.

ikf2010.ru

"ИТОГИ VII МЕЖДУНАРОДНОГО КОНКУРСА НА СОИСКАНИЕ ЗОЛОТОЙ, СЕРЕБРЯНОЙ, БРОНЗОВОЙ МЕДАЛЕЙ И ПАМЯТНОЙ МЕДАЛИ ДЛЯ МОЛОДЫХ УЧЕНЫХ «За вклад в развитие общественных наук» от 28 апреля 2012 года". ИТОГИ VII МЕЖДУНАРОДНОГО КОНКУРСА НА СОИСКАНИЕ ЗОЛОТОЙ, СЕРЕБРЯНОЙ, БРОНЗОВОЙ МЕДАЛЕЙ И ПАМЯТНОЙ МЕДАЛИ ДЛЯ МОЛОДЫХ УЧЕНЫХ «За вклад в развитие общественных наук» от 28 апреля 2012 года. 30 September 2019. Archived from the original on 12 October 2013.

inafran.ru

"Centre for Civilisational and Regional Studies | Institute for African Studies". inafran.ru.

inist.fr

cat.inist.fr

See, e.g., Korotayev A. Form of marriage, sexual division of labor, and postmarital residence in cross-cultural perspective: A reconsideration. Journal of anthropological research ISSN 0091-7710. 2003, Vol. 59, No. 1, pp. 69–89, Korotayev, Andrey (2003). "Division of Labor by Gender and Postmarital Residence in Cross-Cultural Perspective: A Reconsideration". Cross-Cultural Research. 37 (4): 335–372. doi:10.1177/1069397103253685. S2CID 145694651..

jstor.org

Korotayev, Andrey (2000). "Parallel-Cousin (FBD) Marriage, Islamization, and Arabization". Ethnology. 39 (4): 395–407. doi:10.2307/3774053. JSTOR 3774053.

msu.ru

istina.msu.ru

"Андрей Витальевич Коротаев". Istina. Retrieved 31 December 2013.

nih.gov

pubmed.ncbi.nlm.nih.gov

Markov, AV; Korotaev, AV (2008). "Hyperbolic growth of marine and continental biodiversity through the phanerozoic and community evolution". Zhurnal Obshchei Biologii. 69 (3): 175–94. PMID 18677962.

nsc.ru

sbras.nsc.ru

"The Best Economists of the Russian Academy of Sciences". Russian Academy of Sciences. Archived from the original on 24 December 2018. Retrieved 27 June 2006.

oxfordjournals.org

alcalc.oxfordjournals.org

See, e.g., Korotayev A., Khaltourina D. Russian Demographic Crisis in Cross-National Perspective. Russia and Globalization: Identity, Security, and Society in an Era of Change. Ed. by D. W. Blum. Baltimore, MD: Johns Hopkins University Press, 2008. P. 37-78; Khaltourina, D. A., & Korotayev, A. V. 'Potential for alcohol policy to decrease the mortality crisis in Russia', Evaluation & the Health Professions, vol. 31, no. 3, Sep 2008. pp. 272–281; Khaltourina, Daria, and Andrey Korotayev. "Effects of Specific Alcohol Control Policy Measures on Alcohol-Related Mortality in Russia from 1998 to 2013." Alcohol and Alcoholism (2015): agv042 ^{[dead link]}.

polit.ru

researchgate.net

See, e.g., "Midwest-Amazonian" Folklore-Mythological Parallels?. Acta Americana 14/1 (2006): 5–24; Myths and Genes. A Deep Historical Reconstruction. Moscow: Librokom/URSS, 2011; Korotayev A. et al. Which genes and myths did the different waves of the peopling of Americas bring to the New World?. History and Mathematics 6 (2017): 9-77. [3].

sagepub.com

ehp.sagepub.com

See, e.g., Korotayev A., Khaltourina D. Russian Demographic Crisis in Cross-National Perspective. Russia and Globalization: Identity, Security, and Society in an Era of Change. Ed. by D. W. Blum. Baltimore, MD: Johns Hopkins University Press, 2008. P. 37-78; Khaltourina, D. A., & Korotayev, A. V. 'Potential for alcohol policy to decrease the mortality crisis in Russia', Evaluation & the Health Professions, vol. 31, no. 3, Sep 2008. pp. 272–281; Khaltourina, Daria, and Andrey Korotayev. "Effects of Specific Alcohol Control Policy Measures on Alcohol-Related Mortality in Russia from 1998 to 2013." Alcohol and Alcoholism (2015): agv042 ^{[dead link]}.

us.sagepub.com

"Characterizing Literacy". SAGE Publications Inc. 14 January 2020.

semanticscholar.org

api.semanticscholar.org

Korotayev, A.; Issaev, L.; Zinkina, J. (2015). "Center-periphery dissonance as a possible factor of the revolutionary wave of 2013-2014: A cross-national analysis". Cross-Cultural Research. 49 (5): 461–488. doi:10.1177/1069397115595374. S2CID 36149423.
See, e.g., Korotayev A. Form of marriage, sexual division of labor, and postmarital residence in cross-cultural perspective: A reconsideration. Journal of anthropological research ISSN 0091-7710. 2003, Vol. 59, No. 1, pp. 69–89, Korotayev, Andrey (2003). "Division of Labor by Gender and Postmarital Residence in Cross-Cultural Perspective: A Reconsideration". Cross-Cultural Research. 37 (4): 335–372. doi:10.1177/1069397103253685. S2CID 145694651..
Korotayev A.V.; Kazankov A.A. (2000). "Regions Based on Social Structure: A Reconsideration". Current Anthropology. 41 (5): 668–69. doi:10.1086/317395. S2CID 146717594.

sociostudies.org

"Journal of Globalization Studies". 2010. ISSN 2075-8103.
Almanac (together with Leonid Grinin and Arno Tausch).
"Review of Social Macroevolution: Genesis and Transformation of the World System by Leonid Grinin and Andrey Korotayev". Social Studies. Retrieved 31 December 2013.
"Articles from journals". sociostudies.org.

springer.com

link.springer.com

The 21st Century Singularity and Global Futures. World-Systems Evolution and Global Futures. 2020. doi:10.1007/978-3-030-33730-8. ISBN 978-3-030-33729-2.

springer.com

Great Divergence and Great Convergence. A Global Perspective (Springer, 2015, with Leonid Grinin).

ssrn.com

Introduction to Social Macrodynamics: Secular Cycles and Millennial Trends. Moscow: URSS, 2006; The World System urbanization dynamics. History & Mathematics: Historical Dynamics and Development of Complex Societies. Edited by Peter Turchin, Leonid Grinin, Andrey Korotayev, and Victor C. de Munck. Moscow: KomKniga, 2006. ISBN 5-484-01002-0. P. 44-62

technologygovernance.eu

Korotayev, Andrey V., & Tsirel, Sergey V.(2010). A Spectral Analysis of World GDP Dynamics: Kondratieff Waves, Kuznets Swings, Juglar and Kitchin Cycles in Global Economic Development, and the 2008–2009 Economic Crisis. Structure and Dynamics. Vol.4. No. 1. P.3-57. Referring to this article, John A. Mathews notes: "The Russian polymath Andrey Korotayev together with his collaborator Sergey Tsirel has recently revived the study of long waves (or K-waves, after Kondratiev (Kondratieff)) by subjecting the time series to spectral analysis – thereby providing solid proof that these waves exist" (The renewable energies technology surge: A new techno-economic paradigm in the making? Working Papers in Technology Governance and Economic Dynamics. The Other Canon Foundation, Norway. 2012. No. 44. P. 6. Note 6)

ucr.edu

jwsr.ucr.edu

See, e.g., Korotayev A., Malkov A., Khaltourina D. Introduction to Social Macrodynamics: Compact Macromodels of the World System Growth. Moscow: URSS Publishers, 2006; Korotayev A. V. A Compact Macromodel of World System Evolution // Journal of World-Systems Research 11/1 (2005): 79–93 Archived 6 July 2009 at the Wayback Machine; for a detailed mathematical analysis of this issue see A Compact Mathematical Model of the World System Economic and Demographic Growth, 1 CE – 1973 CE; for an analysis of this pattern suggested by Korotayev see, e.g., Carter, B., (2008), "Five or six step scenario for evolution?" Int. J. Astrobiology 7 (2008) 177–182. As Francis Heylighen puts it, "an elegant example is the explanation by Korotayev of the hyperbolic growth of the world population until 1960. In the model, population growth is initially modeled by a traditional logistic growth equation, where population N starts by growing exponentially but then slows down until it reaches the maximum value expressed by the carrying capacity of the environment. This carrying capacity is proportional to the overall productivity of technology, i.e. its ability to extract from the natural environment the resources necessary for survival. In a second equation, the growth of technological productivity is considered to be proportional to the technology that is already there (simple exponential growth), but also to the population number, under the simple assumption that more individuals will discover more innovations. The authors shows that the two equations together produce a hyperbolic growth curve that mimics the observed historical growth of world population with a surprising accuracy (explaining over 99% of the variation for the period 500 BC–1962)" (Heylighen, Francis (2007). "Accelerating socio-technological evolution: from ephemeralization and stigmergy to the Global Brain" (PDF). In Modelski, George; Devezas, Tessaleno; Thompson, William (eds.). Globalization as evolutionary process: Modeling global change. Rethinking Globalizations. London: Routledge. pp. 284–335. ISBN 978-0-415-77361-4. ISBN 978-1-135-97764-1.).
Korotayev A. V. A Compact Macromodel of World System Evolution.Journal of World-Systems Research 11/1 (2005): 79–93 Archived 6 July 2009 at the Wayback Machine; Korotayev A., Malkov A., Khaltourina D. (2006). Introduction to Social Macrodynamics: Compact Macromodels of the World System Growth. Moscow: KomKniga. ISBN 5-484-00414-4; Korotayev A. Compact Mathematical Models of World System Development, and How they can Help us to Clarify our Understanding of Globalization Processes // Globalization as Evolutionary Process: Modeling Global Change / Edited by George Modelski, Tessaleno Devezas, and William R. Thompson. London: Routledge, 2007. P. 133-160.
Korotayev A. V. A Compact Macromodel of World System Evolution.Journal of World-Systems Research 11/1 (2005): 79–93 Archived 6 July 2009 at the Wayback Machine; Korotayev A., Malkov A., Khaltourina D. (2006). Introduction to Social Macrodynamics: Compact Macromodels of the World System Growth. Moscow: KomKniga. ISBN 5-484-00414-4

urss.ru

Population Dynamics and Internal Warfare: A Reconsideration Archived 3 June 2016 at the Wayback Machine. Social Evolution & History 5/2 (2006): 112–147; see also Korotayev A., Malkov A., Khaltourina D. Introduction to Social Macrodynamics. Secular Cycles and Millennial Trends. Moscow: URSS, 2006; Korotayev A.V., Khaltourina D.A. Introduction to Social Macrodynamics: Secular Cycles and Millennial Trends in Africa. Moscow: URSS, 2006. ISBN 5-484-00560-4; note that these findings are relevant for the preindustrial social systems only.
Korotayev A., Malkov A., Khaltourina D. (2006), Introduction to Social Macrodynamics, Moscow: URSS, ISBN 5-484-00414-4 [1] (Chapter 6: Reconsidering Weber: Literacy and "the Spirit of Capitalism" Archived 17 July 2011 at the Wayback Machine). P.87-91.
Korotayev A., Malkov A., Khaltourina D. (2006), Introduction to Social Macrodynamics, Moscow: URSS, ISBN 5-484-00414-4 [2] (Chapter 6: Reconsidering Weber: Literacy and "the Spirit of Capitalism" Archived 17 July 2011 at the Wayback Machine). P.88-91.

vub.ac.be

pespmc1.vub.ac.be

See, e.g., Korotayev A., Malkov A., Khaltourina D. Introduction to Social Macrodynamics: Compact Macromodels of the World System Growth. Moscow: URSS Publishers, 2006; Korotayev A. V. A Compact Macromodel of World System Evolution // Journal of World-Systems Research 11/1 (2005): 79–93 Archived 6 July 2009 at the Wayback Machine; for a detailed mathematical analysis of this issue see A Compact Mathematical Model of the World System Economic and Demographic Growth, 1 CE – 1973 CE; for an analysis of this pattern suggested by Korotayev see, e.g., Carter, B., (2008), "Five or six step scenario for evolution?" Int. J. Astrobiology 7 (2008) 177–182. As Francis Heylighen puts it, "an elegant example is the explanation by Korotayev of the hyperbolic growth of the world population until 1960. In the model, population growth is initially modeled by a traditional logistic growth equation, where population N starts by growing exponentially but then slows down until it reaches the maximum value expressed by the carrying capacity of the environment. This carrying capacity is proportional to the overall productivity of technology, i.e. its ability to extract from the natural environment the resources necessary for survival. In a second equation, the growth of technological productivity is considered to be proportional to the technology that is already there (simple exponential growth), but also to the population number, under the simple assumption that more individuals will discover more innovations. The authors shows that the two equations together produce a hyperbolic growth curve that mimics the observed historical growth of world population with a surprising accuracy (explaining over 99% of the variation for the period 500 BC–1962)" (Heylighen, Francis (2007). "Accelerating socio-technological evolution: from ephemeralization and stigmergy to the Global Brain" (PDF). In Modelski, George; Devezas, Tessaleno; Thompson, William (eds.). Globalization as evolutionary process: Modeling global change. Rethinking Globalizations. London: Routledge. pp. 284–335. ISBN 978-0-415-77361-4. ISBN 978-1-135-97764-1.).

web.archive.org

"The Best Economists of the Russian Academy of Sciences". Russian Academy of Sciences. Archived from the original on 24 December 2018. Retrieved 27 June 2006.
"ИТОГИ VII МЕЖДУНАРОДНОГО КОНКУРСА НА СОИСКАНИЕ ЗОЛОТОЙ, СЕРЕБРЯНОЙ, БРОНЗОВОЙ МЕДАЛЕЙ И ПАМЯТНОЙ МЕДАЛИ ДЛЯ МОЛОДЫХ УЧЕНЫХ «За вклад в развитие общественных наук» от 28 апреля 2012 года". ИТОГИ VII МЕЖДУНАРОДНОГО КОНКУРСА НА СОИСКАНИЕ ЗОЛОТОЙ, СЕРЕБРЯНОЙ, БРОНЗОВОЙ МЕДАЛЕЙ И ПАМЯТНОЙ МЕДАЛИ ДЛЯ МОЛОДЫХ УЧЕНЫХ «За вклад в развитие общественных наук» от 28 апреля 2012 года. 30 September 2019. Archived from the original on 12 October 2013.
Институт Востоковедения Российской Академии Наук
Институт Востоковедения Российской Академии Наук
RANEPA - First International Conference on Political Demography and Social Macro-Dynamics
"History and mathematics: Historical Dynamics and Development of Complex Societies". URSS. Archived from the original on 22 July 2010. Retrieved 31 December 2013.
See, e.g., Korotayev A., Malkov A., Khaltourina D. Introduction to Social Macrodynamics: Compact Macromodels of the World System Growth. Moscow: URSS Publishers, 2006; Korotayev A. V. A Compact Macromodel of World System Evolution // Journal of World-Systems Research 11/1 (2005): 79–93 Archived 6 July 2009 at the Wayback Machine; for a detailed mathematical analysis of this issue see A Compact Mathematical Model of the World System Economic and Demographic Growth, 1 CE – 1973 CE; for an analysis of this pattern suggested by Korotayev see, e.g., Carter, B., (2008), "Five or six step scenario for evolution?" Int. J. Astrobiology 7 (2008) 177–182. As Francis Heylighen puts it, "an elegant example is the explanation by Korotayev of the hyperbolic growth of the world population until 1960. In the model, population growth is initially modeled by a traditional logistic growth equation, where population N starts by growing exponentially but then slows down until it reaches the maximum value expressed by the carrying capacity of the environment. This carrying capacity is proportional to the overall productivity of technology, i.e. its ability to extract from the natural environment the resources necessary for survival. In a second equation, the growth of technological productivity is considered to be proportional to the technology that is already there (simple exponential growth), but also to the population number, under the simple assumption that more individuals will discover more innovations. The authors shows that the two equations together produce a hyperbolic growth curve that mimics the observed historical growth of world population with a surprising accuracy (explaining over 99% of the variation for the period 500 BC–1962)" (Heylighen, Francis (2007). "Accelerating socio-technological evolution: from ephemeralization and stigmergy to the Global Brain" (PDF). In Modelski, George; Devezas, Tessaleno; Thompson, William (eds.). Globalization as evolutionary process: Modeling global change. Rethinking Globalizations. London: Routledge. pp. 284–335. ISBN 978-0-415-77361-4. ISBN 978-1-135-97764-1.).
Population Dynamics and Internal Warfare: A Reconsideration Archived 3 June 2016 at the Wayback Machine. Social Evolution & History 5/2 (2006): 112–147.
Population Dynamics and Internal Warfare: A Reconsideration Archived 3 June 2016 at the Wayback Machine. Social Evolution & History 5/2 (2006): 112–147; see also Korotayev A., Malkov A., Khaltourina D. Introduction to Social Macrodynamics. Secular Cycles and Millennial Trends. Moscow: URSS, 2006; Korotayev A.V., Khaltourina D.A. Introduction to Social Macrodynamics: Secular Cycles and Millennial Trends in Africa. Moscow: URSS, 2006. ISBN 5-484-00560-4; note that these findings are relevant for the preindustrial social systems only.
Korotayev A., Malkov A., Khaltourina D. (2006), Introduction to Social Macrodynamics, Moscow: URSS, ISBN 5-484-00414-4 [1] (Chapter 6: Reconsidering Weber: Literacy and "the Spirit of Capitalism" Archived 17 July 2011 at the Wayback Machine). P.87-91.
Korotayev A., Malkov A., Khaltourina D. (2006), Introduction to Social Macrodynamics, Moscow: URSS, ISBN 5-484-00414-4 [2] (Chapter 6: Reconsidering Weber: Literacy and "the Spirit of Capitalism" Archived 17 July 2011 at the Wayback Machine). P.88-91.
Korotayev A. V. A Compact Macromodel of World System Evolution.Journal of World-Systems Research 11/1 (2005): 79–93 Archived 6 July 2009 at the Wayback Machine; Korotayev A., Malkov A., Khaltourina D. (2006). Introduction to Social Macrodynamics: Compact Macromodels of the World System Growth. Moscow: KomKniga. ISBN 5-484-00414-4; Korotayev A. Compact Mathematical Models of World System Development, and How they can Help us to Clarify our Understanding of Globalization Processes // Globalization as Evolutionary Process: Modeling Global Change / Edited by George Modelski, Tessaleno Devezas, and William R. Thompson. London: Routledge, 2007. P. 133-160.
Korotayev A. V. A Compact Macromodel of World System Evolution.Journal of World-Systems Research 11/1 (2005): 79–93 Archived 6 July 2009 at the Wayback Machine; Korotayev A., Malkov A., Khaltourina D. (2006). Introduction to Social Macrodynamics: Compact Macromodels of the World System Growth. Moscow: KomKniga. ISBN 5-484-00414-4

worldcat.org

search.worldcat.org

"Journal of Globalization Studies". 2010. ISSN 2075-8103.

worldcat.org

See, e.g., Korotayev A. Form of marriage, sexual division of labor, and postmarital residence in cross-cultural perspective: A reconsideration. Journal of anthropological research ISSN 0091-7710. 2003, Vol. 59, No. 1, pp. 69–89, Korotayev, Andrey (2003). "Division of Labor by Gender and Postmarital Residence in Cross-Cultural Perspective: A Reconsideration". Cross-Cultural Research. 37 (4): 335–372. doi:10.1177/1069397103253685. S2CID 145694651..