Future life expectancy in Europe taking into account the impact of smoking, obesity, and alcohol
Mortality projections are essential for forecasting how long people will live on average , for predicting the future extent of population ageing , for determining the sustainability of pension schemes and social security systems , for setting life insurance premiums , and for helping governments plan for the demand for services such as healthcare ( European Commission , 2009 ) . Recently , the societal and academic relevance of obtaining reliable and robust mortality forecasts has increased due to the revived debate on the existence and proximity of a limit to human life expectancy ( Fries , 1980; Manton et al . , 1991; Couzin , 2005; de Beer et al . , 2017; Olshansky and Carnes , 2019; Vaupel et al . , 2021 ) ; the linkage between life expectancy developments and retirement age in many European countries ( Carone et al . , 2016; OECD , 2016 ) ; the stagnation of increases in life expectancy in the United States , the United Kingdom , and other European countries since 2011 ( Murphy et al . , 2019; Raleigh , 2019 ) ; and the recent COVID-19 pandemic . The growing relevance of obtaining reliable mortality forecasts has led to important advances in mortality forecasting by professionals and researchers from – among others – demography , actuarial sciences , and public health ( Janssen , 2018 ) . In the past , mortality forecasts were often based on expectations fuelled by the debate on the limit to life expectancy ( Oeppen and Vaupel , 2002; Booth and Tickle , 2008 ) . The majority of the currently existing mortality forecasting methods , including those used by statistical offices in Europe , are mainly based on extrapolations of past trends in age-specific mortality ( Booth and Tickle , 2008; Stoeldraijer et al . , 2013a ) . These extrapolative methods rely on the regularities observed in mortality trends over time and in the age patterns ( Booth and Tickle , 2008 ) . An extrapolative approach to mortality forecasting is considered more objective , easier to apply , and more likely to result in reliable forecasts than the previously employed expectation approaches and explanation approaches ( mortality forecasting by cause of death or with an explanatory model ) ( Booth and Tickle , 2008 ) . The stochastic Lee–Carter mortality projection methodology ( Lee and Carter , 1992 ) has long been the benchmark extrapolative mortality forecasting method ( see Janssen , 2018 ) . It is , however , increasingly being acknowledged that mechanically extrapolating past national mortality trends can result in unreliable outcomes ( e . g . , Janssen and Kunst , 2007; Janssen et al . , 2013; Bongaarts , 2014; Stoeldraijer , 2019; Li and Raftery , 2021; Blakely , 2018 ) . First , when past trends in mortality are non-linear , the projection outcome will depend to a large extent on the period on which the extrapolation is based ( Janssen and Kunst , 2007; Janssen et al . , 2013; Stoeldraijer , 2019 ) . Second , extrapolative mortality forecasts made for individual populations often project unrealistic crossovers or large future differences in life expectancy between populations ( Li and Lee , 2005; Janssen et al . , 2013; Hyndman et al . , 2013 ) . For example , extrapolating the large mortality declines observed in Eastern European countries – which have historically had relatively low life expectancy , but have experienced improvements since 2005 ( Trias-Llimós et al . , 2018 ) – would result in long-term future life expectancy values being higher in Eastern than in Western European countries with historically high life expectancy values and more moderate mortality declines . We argue that to obtain a reliable and robust mortality forecast , it is essential to distinguish between ( 1 ) the general and gradual long-term mortality decline due to socio-economic and medical progress that can be extrapolated into the future , thereby taking into account the mortality experiences of other countries , and ( 2 ) remaining factors that cause deviations from this general mortality decline as well as country and sex differences in this trend . While life expectancy has increased overall as a result of socio-economic and medical progress ( Omran , 1998; Oeppen and Vaupel , 2002; Mackenbach , 2013 ) , past trends in mortality and life expectancy were characterised by periods of stagnation or even decline and exhibited large differences between countries and sexes ( e . g . , Vallin and Meslé , 2004; Leon , 2011 ) . Lifestyle factors , particularly smoking , alcohol abuse , and obesity , contributed greatly to these deviations and differences ( e . g . , Lhachimi et al . , 2016; WHO , 2018a; Janssen et al . , 2021 ) . For example , the decelerating life expectancy improvements among men in many north-western European countries in the 1950s and 1960s , and , in later decades , in other European countries and among women , can be largely explained by the smoking epidemic ( Rostron and Wilmoth , 2011; Janssen et al . , 2015; Lindahl-Jacobsen et al . , 2016 ) . The pattern of a rapid increase and a subsequent decline in smoking prevalence occurred first among men in Anglo-Saxon countries , and was followed later in other countries and by women ( Lopez et al . , 1994 ) . These developments resulted in similar patterns in smoking-attributable mortality about 30–40 years later ( Lopez et al . , 1994; Janssen , 2020 ) . The large increases in alcohol consumption and alcohol-attributable mortality between 1990 and 2005 in Eastern Europe contributed to the stalling of life expectancy improvements in Eastern Europe in this period ( Trias-Llimós et al . , 2018 ) . The more favourable alcohol-related trends in Eastern Europe since 2005 have contributed to the convergence in life expectancy levels between Eastern and Western Europe . The stagnation in life expectancy improvements since approximately 2011 in the United States and the United Kingdom , but also in other selected European countries ( Murphy et al . , 2019 ) , can be partly attributed to the high obesity prevalence and obesity-attributable mortality in these countries ( Raleigh , 2019; Janssen et al . , 2020a; Janssen et al . , 2020b ) and to the increasing impact on life expectancy levels of past large increases in obesity prevalence ( Vidra et al . , 2019 ) . Previous mortality forecasts that incorporated lifestyle information ( Bongaarts , 2006; Pampel , 2005; Wang and Preston , 2009; King and Soneji , 2011; Preston et al . , 2014; French and O'Hare , 2013; Foreman et al . , 2018; Janssen and Kunst , 2007; Janssen et al . , 2013; Li and Raftery , 2021 ) generally included information on only one lifestyle factor , usually smoking . Moreover , these forecasts employed very different techniques and ignored the mortality experiences of other countries . The previous so-called coherent or multi-population forecasting methods that take into account the mortality experiences of other countries ( Li and Lee , 2005; Hyndman et al . , 2013; Enchev et al . , 2017; Eurostat , 2020b; Bergeron-Boucher et al . , 2018 ) have , despite their growing popularity , so far been applied almost exclusively to all-cause mortality . The two previous projections that incorporated both elements simultaneously only included the effect of smoking ( Janssen et al . , 2013; Li and Raftery , 2021 ) . The approach developed for this purpose by Janssen et al . , 2013 consists of the combination of a coherent projection of non-smoking-related mortality with an age-period-cohort projection of smoking-attributable mortality . This approach was applied to the Netherlands ( Janssen et al . , 2013 ) and was adopted by Statistics Netherlands as part of their official population forecast ( Stoeldraijer et al . , 2013b ) . Li and Raftery , 2021 applied an amended version of this approach to 69 countries . Our objective is to project future life expectancy in 18 European countries , while simultaneously taking into account the time-varying impact of smoking , obesity , and alcohol on mortality , and the mortality experiences of forerunner populations .
Our approach to mortality forecasting relied on an analysis of past mortality trends and their determinants . In line with the evidence gathered , we distinguished between ( 1 ) the general and gradual long-term mortality decline not affected by the three lifestyle factors that could be extrapolated into the future , while taking into account the mortality experiences of other countries , and ( 2 ) deviations from and differences in this general mortality decline caused predominantly by the time-varying impact of smoking , obesity , and alcohol on mortality , which required the use of more advanced projection techniques . The projection involved four steps . First , we determined the long-term decline in mortality and life expectancy without the combined effect of smoking , obesity , and alcohol . To this end , we used existing recent age- and sex-specific estimates of mortality after excluding the combined impact smoking , obesity , and alcohol ( Janssen et al . , 2021 ) , which we refer to as non-lifestyle-attributable mortality . Second , we projected this long-term underlying mortality decline into the future , while taking into account the mortality experiences of other populations . Specifically , we performed a Li–Lee coherent projection ( Li and Lee , 2005 ) of non-lifestyle-attributable mortality in which we regarded the high life expectancy values and more favourable long-term trends among women in France , Spain , and Italy as the values and trends towards which the other populations will converge , since we regard these three populations as forerunners . Third , we obtained future estimates of mortality attributable to smoking , obesity , and alcohol , which we refer to as lifestyle-attributable mortality . We did so by utilizing recently published projections of smoking- , obesity- , and alcohol-attributable mortality that were both data and theory driven ( Janssen et al . , 2020c; Janssen et al . , 2020b; Janssen et al . , 2020d ) . Fourth , we combined the projections of non-lifestyle-attributable mortality and lifestyle-attributable mortality by extending the approach that Janssen et al . developed for combining the separate projections of non-smoking- and smoking-attributable mortality ( Janssen et al . , 2013 ) . We applied our projection approach to the national populations of 18 European countries ( see Table 1 for the included countries ) using country , sex , and age-specific all-cause mortality and exposure data for the 1990–2014 period from the Human Mortality Database ( HMD and University of California , Berkeley ( USA ) , and Max Planck Institute for Demographic Research ( Germany ) , 2019 ) , and similar data for lifestyle-attributable mortality and non-lifestyle-attributable mortality from a recent study ( Janssen et al . , 2021 ) . We were restricted in both the starting year and the end year because lifestyle-attributable mortality data was available only for this period . We obtained estimates of life expectancy at birth ( e0 ) , including 95% projection intervals up to 2065 , by applying standard life table techniques to the projected mortality rates for ages 0–130 ( Preston et al . , 2001 ) . We focussed on life expectancy at birth because it is a very common summary measure of health , and the most common output measure of mortality forecasts . We have chosen a relatively large projection horizon ( 2015–2065 ) given the comparatively short historical time series available ( 1990–2014 ) to illustrate that our approach is able to generate reliable outcomes for the long-term future . We compared our projection outcomes with the outcomes of the benchmark Lee–Carter extrapolation ( Lee and Carter , 1992 ) applied to all-cause mortality and examined the separate effects of incorporating lifestyle factors , and of including the mortality experiences of other countries . We report the outcomes of additional projections and comparisons in the Results section ‘The differences explained’ . We also compared our outcomes to the official forecasts by Eurostat and United Nations ( see the Discussion section ‘Comparison with other projections’ ) . More detailed information on the data and methods can be found in Appendix 1 .
Over the 1990–2014 period , life expectancy at birth ( e0 ) increased , on average , across the 18 European countries studied by 6 . 6 years for men ( from 71 . 8 to 78 . 3 years ) and by 4 . 8 years for women ( from 78 . 6 to 83 . 4 years ) ( see Table 1 ) . These values translate into a yearly increase in e0 of 0 . 28 years for men and 0 . 20 years for women . This difference between men and women can largely be attributed to lifestyle factors . Without the impact of smoking , obesity , and alcohol , the increase in e0 over the 1990–2014 period was more similar between men ( 5 . 1 years; 0 . 21 annually ) and women ( 5 . 3 years; 0 . 22 annually ) . In addition , the increase in e0 was more similar between countries for non-lifestyle-attributable mortality ( variance: 0 . 5 for men , 0 . 6 for women ) than for all-cause mortality ( variance: 0 . 9 for men , 0 . 7 for women ) . The greater increase in e0 for all-cause mortality than for non-lifestyle-attributable mortality among men can be explained by the significant declines in lifestyle-attributable mortality men experienced ( see Figure 1 ) . These declines stemmed predominantly from large declines in smoking-attributable mortality ( Figure 1—figure supplement 1 ) , after a period of sharp increases . In contrast , the past increases in lifestyle-attributable mortality among women were driven by increases in all three factors ( except alcohol in Eastern Europe ) ( Figure 1—figure supplement 2 ) and resulted in smaller increases in e0 for all-cause mortality than for non-lifestyle-attributable mortality . Figure 2 and Figure 2—figure supplement 1 show that whereas trends in e0 since 1950 have been rather unstable , the trends in e0 without lifestyle factors can be regarded as more stable . This is indicated by ( 1 ) the more stable trend in e0 for non-smoking-related mortality for men in the 1950s and 1960s , which seems to be in line with the more recent trends in e0 for non-lifestyle-attributable mortality and ( 2 ) the close correspondence among women between the recent trends in e0 for non-lifestyle-attributable mortality and the trends in e0 for all-cause mortality in the 1950s–1960s that were probably affected only minimally by lifestyle factors . We extrapolated the more universal and more stable mortality trends that we observed for non-lifestyle-attributable mortality , while assuming that the trends for men and women in the individual countries will eventually move towards the more favourable long-term trends for women in France , Spain , and Italy . We selected these populations as the forerunner populations in terms of life expectancy in Europe because they exhibit both very high recent e0 values and very favourable long-lasting past trends in e0 ( Stoeldraijer , 2019 ) . We added to these projections the projected levels of lifestyle-attributable mortality ( see Figure 1 ) . For men , the past declines in age-standardised lifestyle-attributable mortality fractions ( LAMF ) over the 1990–2014 period are projected to further decline until 2065 , albeit at a different pace than in the past . Among Eastern European men in particular , the decline is projected to decelerate . For women , we project that the past increases in LAMF will ( eventually ) turn into declines . Figure 1—figure supplements 1 and 2 show the projections of smoking- , obesity- , and alcohol-attributable mortality ( Janssen et al . , 2020c; Janssen et al . , 2020b; Janssen et al . , 2020d ) . The projections follow the observed wave-shaped dynamic of the smoking epidemic ( Lopez et al . , 1994; Janssen , 2020 ) and the hypothesised wave shape of the obesity epidemic ( Xu and Lam , 2018; Jaacks et al . , 2019 ) . For alcohol-attributable mortality , unrealistic future differences between countries were avoided by assuming that the current increases observed for selected countries will eventually turn into declines ( Janssen et al . , 2020d ) . We project that in the 18 European countries studied , life expectancy at birth will increase from , on average , 78 . 3 years for men and 83 . 4 years for women in 2014 to 90 . 5 years for men and 92 . 8 years for women in 2065 ( Table 2; Figure 3 ) . This represents an average increase per year of 0 . 24 years for men and 0 . 18 years for women . The projected increase is greater for men than for women because all-cause mortality levels are currently further away from non-lifestyle-attributable mortality levels for men than for women and because lifestyle-attributable mortality is higher among men than among women . There is , therefore , more room for improvement for men than for women . Compared to the average past increases ( 1990–2014 ) in e0 ( 0 . 28 years for men; 0 . 20 years for women ) , these projected increases are lower , particularly for men . This is because – as mentioned – the increase in e0 for men over the 1990–2014 period is actually an acceleration compared to the underlying trend in non-lifestyle-attributable mortality because of the decline in lifestyle-attributable mortality , predominantly in smoking-attributable mortality . The highest e0 in 2065 is projected for France among women ( 94 . 0 ) and for Italy among men ( 91 . 4 ) . Hungary is the country with the lowest projected e0 in 2065 , at 88 . 6 years among men and 91 . 0 years among women . These countries also had in 2014 , respectively , the ( second ) highest and the lowest values . We project the largest gains in life expectancy for Hungary and Poland , particularly among men , in line with past large increases in non-lifestyle-attributable mortality due to a process of catch-up ( Table 1 ) , and large projected declines in lifestyle-attributable mortality in these countries ( Figure 1 ) . Among women , we project large gains as well for Denmark and the United Kingdom , which can be attributed to their high current levels of lifestyle-attributable mortality , predominantly due to their high levels of smoking-attributable mortality , and the large projected ( continued ) declines therein ( Figure 1—figure supplement 2 ) . The smallest gains are projected for Switzerland , which could be related to the relatively small projected declines in lifestyle-attributable mortality resulting from a long projected continuation of increases in obesity prevalence . The sex difference in e0 is projected to decline from , on average , 5 . 0 years in 2014 to 2 . 3 years in 2065 ( Supplementary file 1A; Figure 3 ) . The gap is projected to be smallest in Greece , at 1 . 5 years; and largest in Slovenia , at 2 . 7 years . Among the explanations for the projected convergence of the sex gap in e0 is that the sex differences are smaller for non-lifestyle-attributable mortality than for all-cause mortality; the sex differences in lifestyle-attributable mortality are smaller in the long run; and our assumption that the trends in non-lifestyle-attributable mortality will converge . Compared to the benchmark Lee–Carter ( LC ) extrapolative mortality projection , our projection results in higher future e0 in 2065 for all populations under study ( Table 2 ) . On average , the projected e0 values in 2065 are 2 . 6 years higher for men and 2 . 1 years higher for women in our projection than in the individual Lee–Carter mortality projection , which projected e0 values of 87 . 9 years for men and 90 . 6 years for women in 2065 ( Table 2 ) . For men , particularly in Hungary , the differences between our projected values and those of the LC projection are considerable , mainly because of large projected declines in lifestyle-attributable mortality . Also for Dutch women a considerable difference between our projection and the LC projection can be observed . For Dutch women not only large declines in lifestyle-attributable mortality are projected , but they also experienced a more favourable trend in non-lifestyle-attributable mortality than in all-cause mortality . In addition , our projection results in smaller differences in future e0 between countries and sexes . That is , the LC projection projects that the variance between countries in e0 for 2065 is 3 . 8 years for men and 1 . 7 years for women , whereas in our projection , the expected variance is 0 . 6 years for both men and women ( Table 2 ) . In addition , Figure 3—figure supplement 1 illustrates that the LC projection , unlike our projection , can result in unlikely crossovers and divergences between countries ( e . g . , Greece and Hungary for men; the Netherlands and Slovenia for women ) . In addition , the sex difference in e0 in 2065 is projected to be 2 . 7 years in the LC projection , but 2 . 3 years in our projection ( Table 2 ) . Furthermore , a closer look at the sex differences projected by the LC projection ( Supplementary file 1A ) reveals large differences in the projected sex differences between countries ranging from 0 . 1 to 5 . 4 years . In our projection , by contrast , the range is between 1 . 5 and 2 . 7 years . The very small difference in e0 between women and men projected for 2065 in the Netherlands ( 0 . 1 years ) and in the United Kingdom ( 0 . 9 years ) indicates that the individual LC projection of all-cause mortality might result in an unlikely crossover between men and women in e0 in the long-term future due to the more favourable past trends in all-cause mortality among men than among women in the 1990–2014 period . Thus , our projection avoids an unlikely crossover in future life expectancy values between men and women . Moreover , unlike the LC mortality projection , our projection results in non-linear future increases in e0 ( Figure 3; Figure 3—figure supplement 2 ) . Particularly for men in Belgium , Greece , the Czech Republic , Hungary , and Poland , but also for women in Hungary , Denmark , and the United Kingdom , we see faster projected increases in life expectancy in the early decades , but slower increases in life expectancy further in the future , in line with the projections of lifestyle-attributable mortality . The LC projection , by contrast , anticipates more constant future increases in life expectancy at birth . The observed differences between our projection and the Lee–Carter projection can stem from either the lifestyle dimension , the coherent dimension , or both . Within the lifestyle dimension , two mechanisms apply: first , the projection of non-lifestyle mortality instead of all-cause mortality , and , second , the effect of projected lifestyle-attributable mortality itself . The higher values estimated by our projection than by the LC projection stem from both dimensions ( Table 2; Supplementary file 1B ) . The coherent dimension led to higher values because the French , Italian , and Spanish women combined exhibited more favourable trends in non-lifestyle-attributable mortality than the individual populations combined , after controlling for the underlying age pattern of mortality . The lifestyle dimension resulted in an additional effect , which was particularly large for women . For women , unlike for men , the past trends in non-lifestyle-attributable mortality were more favourable than the past trends in all-cause mortality . For both men and women , an additional positive effect emerges from the projected ( eventual ) decline in lifestyle-attributable mortality . The smaller projected differences between countries in our projection than in the LC projection also stem from both elements , although for men , the impact of integrating lifestyle is more pronounced ( Table 2; Supplementary file 1B ) . Particularly for men , the past trends in non-lifestyle-attributable mortality were much more similar between countries than the past trends in all-cause mortality . In addition , for both men and women , country differences in lifestyle-attributable mortality in 2065 are projected to be smaller than they are currently . The smaller sex differences in projected e0 values in our projection stem purely from the convergence dimension , whereas the nonlinearity of future trends in our projection stems completely from the lifestyle dimension . Figure 3—figure supplement 3 illustrates that the inclusion of the lifestyle dimension in the Lee–Carter projection ( thus ignoring the coherent dimension ) leads to a future e0 that is moving back upwards towards the future trend in e0 for non-lifestyle-attributable mortality .
An important element of our projection approach is the identification of the underlying long-term mortality trend that can be extrapolated into the future . We illustrated that past trends in non-lifestyle-attributable mortality serve this purpose better than past trends in all-cause mortality . For non-lifestyle-attributable mortality , the differences in past trends between countries and between men and women are smaller , and the trends are more robust . In contrast , the trends in all-cause mortality exhibit a wave-shaped fluctuation due to initial increases in smoking- , obesity- , and alcohol-attributable mortality , followed ( eventually ) by declines . This pattern leads , first , to a deceleration of increases in e0 , and a move away from the underlying increase in e0 in non-lifestyle attributable mortality , followed by an acceleration of increases in e0 , and a move back towards the underlying increase in e0 in non-lifestyle-attributable mortality . Thus , extrapolating past declines in all-cause mortality will lead to non-reliable outcomes: i . e . , the outcomes will be either too low when decelerating increases are extrapolated or too high when accelerating increases are extrapolated . Similarly , the extrapolation of past trends in all-cause mortality will result in non-robust outcomes , when updating the projection after a few years . Because the past trends in non-lifestyle-attributable mortality are more linear than the past trends in all-cause mortality , especially from a historical point of view , our projection is less dependent on the data period used for the extrapolation . Our finding of an average annual past increase in e0 for non-lifestyle-attributable mortality of 0 . 21 years for men and 0 . 22 years for women across the 18 European countries over the 1990–2014 period is lower than the continuous upward trend in record life expectancy of 0 . 243 years that Oeppen and Vaupel , 2002 observed over the 1840–2000 period . There are two main reasons . First , whereas record values always increase , the levels in individual countries may not , and since the 1990s , the record life expectancy has been observed for a non-European country ( Japan ) . Second , more recent increases in life expectancy are driven more by declines in mortality from chronic diseases at older ages with a less strong effect on life expectancy than from declines in mortality from infectious diseases at younger ages , which drove increases in life expectancy up to 1950 ( Omran , 1998; Vallin and Meslé , 2009 ) . As a result , a deceleration of increases in life expectancy over time is inevitable . Nonetheless , these large past increases in e0 for non-lifestyle-attributable mortality indicate that considerable increases in e0 are likely in the future . We applied a coherent mortality projection approach to past trends in non-lifestyle-attributable mortality . This resulted in more realistic estimates of the differences in future e0 values between countries and sexes than those of the individual Lee–Carter projection of past trends . Another added value of our inclusion of the mortality experiences of other countries in our projection is that it provided a broader empirical basis for the determination of the most likely future developments ( Janssen and Kunst , 2007 ) , which , in turn , improved the robustness of our projection outcomes ( Stoeldraijer , 2019 ) . However , next to a potential effect on the outcomes of the exact coherent methodology that is applied ( Stoeldraijer , 2019 ) , it is important to take into account the choice of the reference population ( Stoeldraijer , 2019; Booth and Tickle , 2008 ) . Using forerunner populations as the reference population , as advocated by among others Oeppen and Vaupel , 2002 and Bergeron-Boucher et al . , 2018 , instead of an average across many populations ( Li and Lee , 2005; Eurostat , 2020a ) will generally result in higher future life expectancy values ( see the next section as well ) . However , given that the past trend in e0 for non-lifestyle-attributable mortality is more equal between countries and sexes than the past trend in e0 for all-cause mortality ( see Table 1 ) , which reference populations are chosen will likely have a larger impact when coherently forecasting all-cause mortality than when coherently forecasting non-lifestyle-attributable mortality ( see also Janssen and Kunst , 2007 and Janssen et al . , 2013 ) . In addition , our convergence assumption relies on – at least – a continuation of improvements in socio-economic developments and medical care . Such continued improvements depend on continued investments in these areas , including diminishing socio-economic inequalities , better preparations for additional possible outbreaks of infectious diseases , and for the potential harmful effects of climate change . Although this might be considered optimistic , our assumption is supported by evidence that life expectancy has long followed a continuously increasing trend ( Oeppen and Vaupel , 2002 ) , and that this trend is even stronger from a historical perspective if the effects of lifestyle factors are excluded ( see the description of Figure 2 and its supplement in the Results section ) . To the projected long-term trend in non-lifestyle-attributable mortality , we added estimates of how smoking- , obesity- , and alcohol-attributable mortality are likely to develop in the near future – and , consequently , how long it will take before all-cause mortality trends again follow more closely the underlying trends in non-lifestyle-attributable mortality . We generated these estimates based on previously projected age-specific smoking- , obesity- , and alcohol-attributable mortality ( Janssen et al . , 2020c; Janssen et al . , 2020b; Janssen et al . , 2020d ) . To avoid generating unrealistic outcomes for the ( long-term ) future ( e . g . , continuing increases in smoking-attributable mortality for women , in obesity-attributable mortality , and in alcohol-attributable mortality in the few Eastern European countries where it is still increasing ) , the projections were based on advanced approaches that did not simply extrapolate past trends , but also took into account knowledge about the future progression of smoking- , alcohol- , and obesity-attributable mortality . Nonetheless , the projection of lifestyle-attributable mortality involves more subjectivity than the extrapolation of non-lifestyle-attributable mortality ( see Janssen et al . , 2020c; Janssen et al . , 2020b; Janssen et al . , 2020d for a critical evaluation ) . For example , in the separate projections of smoking- , obesity- , and alcohol-attributable mortality , population-specific lower bounds were implemented to avoid unlikely future estimates of zero smoking , obesity , and alcohol prevalence , in line with the theory ( Lopez et al . , 1994; Xu and Lam , 2018 ) , and to prevent unlikely crossovers between sexes and between countries in alcohol-attributable mortality . This approach could be considered conservative . On the other hand , however , the use of a wave-shaped pattern for obesity , and the large declines in alcohol-attributable mortality we project for Eastern European countries , could be considered too optimistic . However , in our view , the added value of integrating lifestyle into mortality projections outweighs the uncertainties that come with it . First , trends in non-lifestyle-attributable mortality provide a better approximation of the underlying mortality trend . Second , our projection is driven not only by data , but also by theory , and is preceded by a careful study of past trends . Third , by distinguishing between the underlying mortality trend and the additional effect of the three lifestyle factors combined , these projections provide much greater transparency and insight than a mere mechanical extrapolation of past trends could . Fourth , our approach resulted in more realistic differences between countries and sexes than those projected by other approaches ( see the next section as well ) . The abovementioned four added values of our mortality projection approach can be clearly linked to important criteria for evaluating the performance of mortality forecasts in addition to accuracy: namely , robustness , plausibility , reasonableness , and transparency ( Cairns et al . , 2009 ) . Moreover , the outcomes of our projection approach – which rely above all on the coherent projection of non-lifestyle-attributable mortality – are less dependent on the explicit choices that underlie general mortality forecasts ( e . g . , the choice of the forerunner populations and the historical time period ) . Compared to the benchmark Lee–Carter mortality extrapolation , our projection approach results in higher e0 in the long run; smaller differences in future e0 between countries and sexes; and non-linear future increases in e0 , in line with the shift towards the higher e0 values for non-lifestyle-attributable mortality . Moreover , compared to the most recent official mortality forecast by Eurostat , 2020a and the United Nations , 2020 , our mortality projection resulted in substantially higher projected e0 values in 2065 ( Supplementary file 1C ) . Our values were , on average , 5 . 0 years higher for men and 3 . 2 years ( Eurostat ) and 4 . 3 years ( UN ) higher for women . The UN projects very large and unrealistic differences in future life expectancy between countries and sexes , including higher projected life expectancy for men than for women in a number of countries . These outcomes clearly show the added value of adopting a coherent mortality projection approach . While Eurostat has performed a coherent mortality projection , it used a different methodology . Eurostat made a partial convergence assumption , applied to men and women separately , and considered the aggregate all-cause mortality of 12 countries ( Belgium , Denmark , Germany , Spain , France , Italy , the Netherlands , Austria , Portugal , Finland , Sweden , and the United Kingdom ) as the target ( Lanzieri , 2009; Eurostat , 2020b ) . In addition , Eurostat did not integrate the role of lifestyle factors . The added value of our projection approach over pure coherent mortality forecasting is that we projected the more robust past trends in non-lifestyle-attributable mortality rather than in all-cause mortality , and we projected non-linear future trends in line with the projection of lifestyle-attributable mortality . The reason why coherent mortality projections have to be applied to non-lifestyle-attributable mortality rather than to all-cause mortality is that there are important differences in smoking- , obesity- , and alcohol-attributable mortality trends between countries and sexes ( Janssen , 2020; Vidra et al . , 2019; Janssen et al . , 2020d ) . Among the advantages of taking the effects of obesity and alcohol in addition to those of smoking into account is that e0 values for non-lifestyle-attributable mortality are higher than e0 values for non-smoking-attributable mortality ( Figure 2 , Figure 2—figure supplement 1 ) , and thus have the potential for larger future increases . In addition , as was illustrated , the effects of both obesity-attributable mortality and alcohol-attributable mortality ( particularly among Eastern European men ) on past and future life expectancy trends are large . All in all , the outcomes of our projection approach , which simultaneously takes into account the lifestyle factors smoking , obesity and alcohol , and the mortality experiences of forerunner populations , can be considered more realistic , more robust , and more insightful than previous extrapolative mortality projections , including those by the United Nations and Eurostat . Our approach , which distinguishes between the underlying long-term mortality decline and the remaining factors that cause deviations from this mortality decline , could also be adopted to account for the impact of the COVID-19 pandemic on mortality and life expectancy . First , it would be illogical to extrapolate the mortality trends up to 2020 to obtain life expectancy estimates for 2021 and beyond , because life expectancy in 2020 has been importantly negatively affected by COVID-19 ( Marois et al . , 2020 ) , and will likely to continue to do so for at least 2021 . This effect cannot be predicted using a simple extrapolation approach . Second , the underlying long-term mortality decline is argued not to be affected by COVID-19 ( e . g . , Stoeldraijer , 2020 ) , in line with the predominant temporal dip in life expectancy as a result of the Spanish flu in 1918 ( see Roser , 2020 ) . Although , as mentioned , the continuation of the underlying long-term mortality decline does depend on important investments to achieve continued improvements in socio-economic developments and medical care . Our findings of higher projected life expectancy values than those estimated by the benchmark Lee–Carter mortality projection and the official mortality forecasts by Eurostat and the United Nations have important implications for society . First , individuals could consider planning their life course ( e . g . , education , work ) differently given their longer expected lifespan . Second , a higher projected life expectancy suggests that there will be more older people in the population , which will likely bring both opportunities ( e . g . , an experienced workforce ) and challenges in terms of healthcare planning and social security . Our results imply that either the pension age will have to be raised or , if it is not , that the capital requirements of pension providers will need to be increased . For determining the pension age based on projected life expectancy , a projection that is more robust will have significant added value . More generally , having a more stable projection of mortality will allow for more robust population forecasts . In addition , our findings of ( 1 ) higher projected life expectancy values than those currently used in most mortality projection methodologies and ( 2 ) of a rather robust long-term increase in e0 after the effects of smoking , obesity , and alcohol are controlled for , indicate that a limit to human life expectancy ( average lifespan ) is not within reach – an issue that continues to spark scientific debate ( see the first paragraph of the introduction ) . Some of our original data regarding lifestyle-attributable mortality were based on previous publications , which , in turn , used data that are openly available . The all-cause mortality data and the exposure data can be obtained through the Human Mortality Database . We have provided source data files for all our tables and figures . These comprise the numerical data that are represented in the different figures , and the output on which the different tables are based . In addition , one excel file with all the final numerical/output data that were used as input for the tables and figures will be made available at the Open Science Framework: https://osf . io/ghu45/ . In addition , we will upload there the underlying observed age-specific mortality rates ( all-cause mortality , non-lifestyle-attributable mortality , lifestyle-attributable mortality ) as well as the adjusted and projected age-specific mortality rates ( medians and 90% and 95% projection intervals ) . The different R codes used for the different steps of the data analyses will be shared – as well – through the Open Science Framework link above .
Introduction: In Europe , women can expect to live on average 82 years and men 75 years . Forecasting how life expectancy will develop in the future is essential for society . Most forecasts rely on a mechanical extrapolation of past mortality trends , which leads to unreliable outcomes because of temporal fluctuations in the past trends due to lifestyle ‘epidemics’ . Methods: We project life expectancy for 18 European countries by taking into account the impact of smoking , obesity , and alcohol on mortality , and the mortality experiences of forerunner populations . Results: We project that life expectancy in these 18 countries will increase from , on average , 83 . 4 years for women and 78 . 3 years for men in 2014 to 92 . 8 years for women and 90 . 5 years for men in 2065 . Compared to others ( Lee–Carter , Eurostat , United Nations ) , we project higher future life expectancy values and more realistic differences between countries and sexes . Conclusions: Our results imply longer individual lifespans , and more elderly in society . Funding: Netherlands Organisation for Scientific Research ( NWO ) ( grant no . 452-13-001 ) .
On average , in Europe , men can currently expect to live till the age of 75 and women until they are 82 . But what will their lifespans be in the next decades ? Reliable answers to this question are essential to help governments plan for future health care and social security costs . While medical improvements are likely to further extend lifespans , lifestyle factors can result in temporal distortions of this trend . Yet , most estimates of future life expectancy fail to consider changing lifestyles , as they only use past mortality trends in their calculations . This can make these projections unreliable: for example , increases in smoking rates among Northern and Western European men led to stagnating male life expectancies in the 1950s and 1960s , but these picked up again after smoking declined . The same pattern is showing for women , except it is lagging as they took up smoking later than men . Based simply on the extrapolation of past mortality trends , current projection models fail to consider the past and predicted modifications of life expectancy trends prompted by changing rates of health behaviours – such as increases followed by ( anticipated ) declines in alcohol consumption and obesity rates , similar to what was observed with smoking . To produce a more reliable forecast , Janssen et al . incorporated trends in smoking , obesity , and alcohol use into life expectancy projections for 18 European countries . The predictions suggest that life expectancy for women in these countries will increase from 83 . 4 years in 2014 to 92 . 8 years in 2065 . For men , it will also go up , from 78 . 3 to 90 . 5 years . In the future , this integrative approach may help to track the effects of health-behaviour related prevention policies on life expectancy , and allow scientists to account for changes caused by the COVID-19 pandemic . In the meantime , these estimates are higher than those obtained using more traditional methods; they suggest that communities should start to adjust to the possibility of longer individual lifespans , and of larger numbers of elderly people in society .