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Mathematical Population Studies
An International Journal of Mathematical Demography
Volume 9, 2000 - Issue 1
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Original Articles

Macro‐demographic effects of the transition to adulthood: Multistate stable population theory and an application to Italy

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Pages 33-63 | Received 27 Mar 2000, Published online: 21 Sep 2009

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Robert Schoen. (2003) Dynamic populations with uniform natural increase across states. Mathematical Population Studies 10:3, pages 195-210.
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Articles from other publishers (8)

Josefine Koebe & Jan Marcus. (2022) The Length of Schooling and the Timing of Family Formation. CESifo Economic Studies 68:1, pages 1-45.
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Éva Beaujouan & Laurent Toulemon. (2021) European countries with delayed childbearing are not those with lower fertility. Genus 77:1.
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Hisashi InabaHisashi Inaba. 2017. Age-Structured Population Dynamics in Demography and Epidemiology. Age-Structured Population Dynamics in Demography and Epidemiology 75 137 .
Eva Beaujouan & Anne Solaz. (2012) Racing Against the Biological Clock? Childbearing and Sterility Among Men and Women in Second Unions in France. European Journal of Population / Revue européenne de Démographie 29:1, pages 39-67.
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Tomáš Sobotka, Vegard Skirbekk & Dimiter Philipov. (2011) Economic Recession and Fertility in the Developed World. Population and Development Review 37:2, pages 267-306.
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Hiroshi Nishiura & Hisashi Inaba. (2007) Discussion: Emergence of the concept of the basic reproduction number from mathematical demography. Journal of Theoretical Biology 244:2, pages 357-364.
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Wolfgang Lutz & Vegard Skirbekk. (2005) Policies Addressing the Tempo Effect in Low-Fertility Countries. Population and Development Review 31:4, pages 699-720.
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Piero Manfredi & John R. Williams. (2004) Realistic population dynamics in epidemiological models: the impact of population decline on the dynamics of childhood infectious diseases. Mathematical Biosciences 192:2, pages 153-175.
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