Abstract
Demographers have always held great interest in extremal phenomena. Extreme value distributions are tailor made to model extremes but demographers do not often take advantage of them. We argue that demographers would benefit by using these models more often and present one potential usage: the Extreme Value Distribution as a candidate for modelling the error distribution in time series models. As an example, we use the so called best practice life expectancy. The residuals from the fitted models are tested for Normality. They are also fitted with Gaussian and Generalized Extreme Value distributions and the fit of these two distributions is compared. The results suggest that demographers ought to further explore and take greater advantage of extreme value models.
| Originalsprog | Engelsk |
|---|---|
| Tidsskrift | Journal of Population Research |
| Vol/bind | 37 |
| Sider (fra-til) | 91-106 |
| ISSN | 1443-2447 |
| DOI | |
| Status | Udgivet - mar. 2020 |
Fingeraftryk
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- 1 Afsluttet
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AXA Chair in Longevity Research
Vaupel, J. W. (PI), Boucher, M.-P. B. (Projektdeltager), Rizzi, S. (Projektdeltager), Strozza, C. (Projektdeltager), Baudisch, A. (Vejleder), Vázquez-Castillo, P. (Projektdeltager), Patricio, S. C. (Projektdeltager), Leger, A.-E. (Projektdeltager), Vigezzi, S. (Projektdeltager), Callaway, J. (Projektdeltager), Aburto, J. M. (Projektdeltager), Vobecká, J. (Koordinator), Lenart, A. (Projektdeltager), Medford, A. (Projektdeltager), Torres, C. (Projektdeltager), Alvarez, J.-A. (Projektdeltager), Schöley, J. (Projektdeltager), Barthold Jones, J. (Projektdeltager), Hvidberg, L. (Projektdeltager), Kjærgaard, S. (Projektdeltager), Basellini, U. (Projektdeltager) & Aleksandrovs, A. (Koordinator)
16/03/2015 → 15/03/2025
Projekter: Projekt › Forskning
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