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Mathematical Population Studies
An International Journal of Mathematical Demography
Volume 2, 1990 - Issue 2
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Original Articles

Capital accumulation, aspiration adjustment, and population growth: Limit cycles in an Easterlin‐type model

Gustav Feichtinger Institut für Ökonometrie Operations Research und Systemtheorie, Technische Universität, Argentinierstrasse 8/119, Wien, 1040, Austria
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Gerhard Sorger Institut für Ökonometrie Operations Research und Systemtheorie, Technische Universität, Argentinierstrasse 8/119, Wien, 1040, Austria
Pages 93-103 | Received 18 Feb 1989, Published online: 21 Sep 2009

Citations (9)

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KennethW. Wachter. (1994) The cohort feedback model with symmetric net maternity. Mathematical Population Studies 5:1, pages 25-44.
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Articles from other publishers (8)

Shripad Tuljapurkar. 2015. International Encyclopedia of the Social & Behavioral Sciences. International Encyclopedia of the Social & Behavioral Sciences 559 561 .
Piero Manfredi & Luciano Fanti. (2006) DEMOGRAPHY IN MACROECONOMIC MODELS: WHEN LABOUR SUPPLY MATTERS FOR ECONOMIC CYCLES. Metroeconomica 57:4, pages 536-563.
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Piero Manfredi & Luciano Fanti. (2006) The complex effects of demographic heterogeneity on the interaction between the economy and population. Structural Change and Economic Dynamics 17:2, pages 148-173.
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S. Tuljapurkar. 2001. International Encyclopedia of the Social & Behavioral Sciences. International Encyclopedia of the Social & Behavioral Sciences 11755 11758 .
No�l Bonneuil. (1994) Capital accumulation, inertia of consumption and norms of reproduction. Journal of Population Economics 7:1, pages 49-62.
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Noel Bonneuil. (1992) Attractors and confiners in demography. Annals of Operations Research 37:1, pages 17-32.
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Randolph Roth. (2016) Is History a Process? Nonlinearity, Revitalization Theory, and the Central Metaphor of Social Science History. Social Science History 16:2, pages 197-243.
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Gustav Feichtinger & Alexia Prskawetz. 1992. Acta Demographica 1992. Acta Demographica 1992 131 156 .

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