References

Keeping a learned society young
Herbert Dawid, Gustav Feichtinger, Joshua Goldstein, Vladimir M. Veliov
Demographic Research, Volume 20, Article 22

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Cohen, J.E. (2006). The Resident Membership of the American Philosophical Society: Demographic Aspects. New York, NY, USA: Rockefeller University (Manuscript from the author).
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Feichtinger, G. and Veliov, V.M. (2007). On a Distributed Control Problem Arising in Dynamic Optimization of a Fixed-Size Population. SIAM Journal of Optimization 18(3): 980-1003. [ doi:10.1137/06066148X ]
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Feichtinger, G., Winkler-Dworak, M., Freund, I., and Prskawetz, A. (2007). On the Age Dynamics of Learned Societies: Taking the Example of the Austrian Academy of Sciences. (VID Working Paper 02/2007).
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Henry, L. (1971). Pyramides, statuts et carrières. I. Avancement à l'ancienneté. Sélection. Population 26(3): 463-486.
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Henry, L. (1972). Pyramides, statuts et carrières. II. Avancement au choix. Population 27(4-5): 599-636.
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Henry, L. (1975). Perspectives d'évolution d'un corps. Population 30(2): 241-270.
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Keyfitz, N. (1973). Individual mobility in a stationary population. Population Studies 27(2): 335-352. [ doi:10.2307/2173401 ]
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Keyfitz, N. (1977). Applied Mathematical Demography. New York: Wiley & Sons.
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Leridon, H. (2004). The demography of a learned society. The Académie des Sciences (Institut de France), 1666-2030. Population-E 59(1): 81-114.
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Pontryagin, L.S. , Boltyanskii, V. G., Gamkrelidze, R. V., and Mishchenko, E. F. (1962). The mathematical theory of optimal processes. NY: Wiley.
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van de Kaa, D.J. and de Roo, Y. (2006). The Members of the Royal Netherlands Academy of Arts and Sciences: 1808 to 2000. A demographic view. (Manuscript).
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Vaupel, J.W. (1981). Over-tenured universities: the mathematics of reduction. Management Science 27: 904-913. [ doi:10.1287/mnsc.27.8.904 ]
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