2018
DOI: 10.1002/for.2550
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Mortality effects of economic fluctuations in selected eurozone countries

Abstract: Socioeconomic status is commonly conceptualized as the social standing or well‐being of an individual or society. Higher socioeconomic status has long been identified as a contributing factor for mortality improvement. This paper studies the impact of macroeconomic fluctuations (having gross domestic product (GDP) as a proxy) on mortality for the nine most populous eurozone countries. Based on the statistical analysis between the time‐dependent indicator of the Lee and Carter (Journal of the American Statistic… Show more

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Cited by 15 publications
(8 citation statements)
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References 70 publications
(162 reference statements)
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“…Particularly, Hanewald () concludes that the mortality index of the Lee‐Carter model, kt1, and GDP levels are significantly correlated and that the mortality of various age groups display signs of cointegration with GDP. Based on these results, Niu and Melenberg () propose a new model that includes a real GDP factor (see also, Seklecka et al, ).…”
Section: Economic Change and Environmentmentioning
confidence: 99%
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“…Particularly, Hanewald () concludes that the mortality index of the Lee‐Carter model, kt1, and GDP levels are significantly correlated and that the mortality of various age groups display signs of cointegration with GDP. Based on these results, Niu and Melenberg () propose a new model that includes a real GDP factor (see also, Seklecka et al, ).…”
Section: Economic Change and Environmentmentioning
confidence: 99%
“…By considering the empirical analysis of the previous sections and the models developed by Seklecka et al (); Seklecka et al () on the Ofor2607Hare and Li ()for2607s foundations, we propose a model for the central mortality rate, mx,t, that captures temperature and economic factors by including simultaneously factors ctx and cgx in Equation : rightln(mx,t)left=bx1+kt1+(x¯cgxx)kt2+(x¯x)+kt3rightrightleft+(ax)++ctx(xa)+2kt4+γtx+ϵx,t, where mx,t=Dx,tfalse/Ex,t is the central mortality rate, calculated as the ratio between the number of people aged x who died in a year t, Dx,t, and the exposure to death for age x in year t, …”
Section: Modelling Formulation For Central Mortality Ratesmentioning
confidence: 99%
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“…The related literature is quite extensive, especially on gross domestic product (used as a proxy for the economic growth). The relationship between mortality and gross domestic product has been investigated in several empirical studies, among them, the most recent are Hanewald (2011), Niu and Melenberg (2014), Boonen and Li (2017) and Seklecka et al (2019). From the beginning of the twentieth century, many authors have observed that mortality rates tend to fluctuate with economic cycles and the literature was divided between those who argue that the relationship between mortality and economic cycles is pro-cyclical [e.g., (Tapia Granados 2008;Tapia Granados and Ionides 2011;Ruhm 2005)] and those who argues that mortality increases in times of economic instability [e.g., (Brenner 1983) and (Brenner 2005)].…”
Section: Introductionmentioning
confidence: 99%