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1996 | nr 1-2 | 107--119
Tytuł artykułu

On Reformulating Reproduction Rates

Autorzy
Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
The new systems of estimating population structures and dynamics elaborated over the last fourteen years enable us to check the accuracy and interna! consistency of different branches of demographic statistics. These new systems have also theoretically established sets of interdependent eąuations, on the basis of which the set of formulae provided, elaborated previously by Lotka [1939] for stable populations, may be deduced and qualified as a simplified set, acceptable only in very special conditions which do not exist in our contemporary world.(fragment of text)
Rocznik
Numer
Strony
107--119
Opis fizyczny
Twórcy
  • Centralny Urząd Statystyczny, Budapeszt, Węgry
Bibliografia
  • Arthur W.B., J.W. Vaupel, 1984, Sonie General Relationships in Population Dynamics. "Population Index" , 50(2), 214-226.
  • Bennett N.G., S. Horiuchi, 1981, Estimating the Completeness of Death Registration it a Closed population. "Population Index", 47(2), 207-221.
  • Bockh R., 1884, in: Statistisches Jahrbuch der Stadt Berlin, pp. 30-34.
  • Biickh R., 1890, Die statistische Messung der ehelichen Fruchtbarkeit. "Bulletin de 1'InsilH International de Statistiąue", Vol. V. First Section, 165-166.
  • Coale A.J., 1957, A New Method of Calculating Lotka's r - the Intrinsic Rate of Growth in Stable Population. "Population Studies", 11, 92-94.
  • Coale A.J., 1972, The Growth and Structure of Human Populations: A Mathematica' Investigation. Princeton, Princeton University Press.
  • Depoid P., 1941, Reproduction nette en Europę depuis 1'origine des statistiques de l'etat civil Paris, Statistiąues Générale de la France. "Etudes dćmographiąues" no 1.
  • Dublin L.J., A.J. Lotka, 1925, On the True Rate of Natural Increase. "Journal of American Statistical Association", 20(151), 305-339.
  • Henry L., 1965, Reflexions sur les taux de reproduction. "Population", 20(1), 53-69.
  • Henry L., 1972, Dćmographie. Analyse et modćles, Paris, Librairie Larousse.
  • Holzer J.Z., 1969, Model ludności ustabilizowanej (in Polish), SGPiS Warszawa.
  • Horiuchi S., S.H. Preston, 1988, Age Specific Growth Rates. The Legacy of Past Population Dynamics. "Demography", 25(4), 429-442.
  • Jóźwiak J., 1992, Mathematical Model of Population. The Hague: Netherlands Interdisciplinary Demographic Institute.
  • KeyfitzN., 1964, The Intrinsic Rate of Natural Increase and the Dominant Latent Root of Projection Matrix. "Population Studies", 18, 293-303.
  • Keyfitz N., 1977, Applied Mathematical Demography. New York: John Wiley and Sons.
  • Kuczyński R.R., 1982, Fertility and Reproduction. Berlin. Akademie-Verlag(first published in 1932).
  • Lotka A.J., 1939, ThAorie Analytique des Associations Biologiques: Deuxićme Partie- Hermann et Cie.
  • Pollard J.H., 1973, Mathematical Models for the Growth of Human Populations. Cambridge: Cambridge University Press.
  • Preston S.H., A.J. Coale, 1982, Age Structure, Growth, Attrition and Accession: a New Synthesis. "Population Index", 48(2), 217-259.
  • Preston S.H., C. Himes, M. Eggers, Demographic Conditions Responsible for Population Aging, "Demography", vol. 26, 691-704.
  • Valkovics E., 1981, Stabil populaciók es szubpopulciók nehany ujonnan fellart tulajdonsa-garól. Budapest, "Publications of the Demographic Research Instituti no 51.
Typ dokumentu
Bibliografia
Identyfikatory
Identyfikator YADDA
bwmeta1.element.ekon-element-000171691814

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