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Recent Mortality Trends in the Spanish Population

Published online by Cambridge University Press:  10 June 2011

A. Felipe ,
M. Guillen  and
A. M. Perez-Marin
M. Guillen
Affiliation:
Dept. of Econometrics, University of Barcelona, Diagonal 690, 08034 Barcelona, Spain., Tel: +34-93-402-18-39, Fax: +34-93-402-18-21, Email: [email protected]
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Abstract

Our research deals with the way that calendar time affects mortality patterns in the Spanish population, and how this information can be used to elaborate predictions. A description of the observed mortality evolution has been worked out using data from 1975 to 1993. We have used Heligman-Pollard Law number two to model the evolution of Spanish mortality over the period and using univariate time series analysis, we have obtained a prognosis for years 1994 to 2010.

Keywords

GraduationTrendsHeligman-Pollard LawsLife Tables
Type
Sessional meetings: papers and abstracts of discussions
Information
British Actuarial Journal , Volume 8 , Issue 4 , 01 October 2002 , pp. 757 - 786
Copyright
Copyright © Institute and Faculty of Actuaries 2002

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References

Anson, J. (1993). Regional mortality differences in Britain, 1931–87: a two dimensional analysis. Journal of Biosocial Sciences, 25, 383–395.CrossRefGoogle ScholarPubMed
Benjamin, B. & Pollard, J.H. (1980). The analysis of mortality and other actuarial statistics. Heinemann. London.Google Scholar
Forfar, D.O., McCutcheon, J.J. & Wilkie, A.D. (1988). On graduation by mathematical formula. J.I.A. 115, 1–149.Google Scholar
Greene, W.H. (1998). Econometric analysis. Prentice & Hall Inc. New York.Google Scholar
Heligman, L. & Pollard, J.H. (1980). The age pattern of mortality. J.I.A. 107, 49–80.Google Scholar
Kastenholz, M. (1995). A comparison of European mortality 1989–1991. Gerling Global Re. Cologne.CrossRefGoogle Scholar
Macdonald, A.S. (1996a). An actuarial survey of statistical models for decrement and transition data. I: multiple state, poisson and binomial models. B.A.J. 2, 129–156.Google Scholar
Macdonald, A.S. (1996b). An actuarial survey of statistical models for decrement and transition data. II: competing risk, non parametric and regression models. B.A.J. 2, 429–448.Google Scholar
Macdonald, A.S. (1996c). An actuarial survey of statistical models for decrement and transition data. III: counting process models. B.A.J. 2, 703–726.Google Scholar
Martinez, G. (1997). El mercado asegurador español ante el problema: aspectos técnicos, comerciales y legislativos. Jornadas tecnicas sobre tablas de mortalidad. El problema de la dinamica de la supervivencia. UCEAC, Barcelona.Google Scholar
Mcnown, R.F. & Rogers, A. (1988). Time series analysis and forecasting of parameterized model schedules: mortality. IBS Population Program Working Paper, 88–2. University of Colorado. Boulder.Google Scholar
Navarro, E. (1991). Tablas de mortalidad de la poblacion española 1982. Metodología y fuentes. Mapfre. Madrid.Google Scholar
Rogers, A. & Gard, K. (1991). Applications of the Heligman/Pollard model mortality schedule. Population Bulletin of the United Nations, 30, 79.Google Scholar
Rue, M. (1992). Les lleis de mortalitat: un ajust parametric per a Catalunya i Espanya. PhD. Thesis. Universitat de Barcelona. Barcelona.Google Scholar
Tickle, L. (1996). Mortality trends in the United Kingdom, 1982 to 1992. Population Trends, 86, 21–28.Google Scholar