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Frans van Poppel: a sort of farewell. Liber Amicorum. - NIDI

Frans van Poppel: a sort of farewell. Liber Amicorum. - NIDI

Frans van Poppel: a sort of farewell. Liber Amicorum. - NIDI

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adjustments and reactions are the so-called ‘period effects’. These two effects, together withthe physiological effect <strong>of</strong> aging, the social influence <strong>of</strong> family members and peers, and lifecycle circumstances, largely determine the overall outcome. But the study <strong>of</strong> period effectsdoes by no means imply that only period measures should be used. When examining cohortpr<strong>of</strong>iles, a given period related ‘shock’ <strong>of</strong> any importance will show up for all cohorts, butat different ages, and in the instance <strong>of</strong> cohort-period interaction, the magnitude <strong>of</strong> the effect<strong>of</strong> the ‘shock’ will vary according to the life cycle stage <strong>of</strong> each cohort. The breakthrough <strong>of</strong>hormonal contraception during the late 1960 s and 1970 s only affected the stopping behavior<strong>of</strong> older women, whereas it affected the entire fertile life span <strong>of</strong> the younger ones, therebyopening up the possibility for a massive postponement <strong>of</strong> first births. In other words, periodshocks are best studied by assessing their differentiated effect at the various ages and lifecycle stages <strong>of</strong> each <strong>of</strong> the successive cohorts. One does not at all need period measures <strong>of</strong>demographic events to do that finer work.This throws us back to period measures and their use. Period measures are synthetic measuresthat are summations <strong>of</strong> slices <strong>of</strong> the life cycle unfolding <strong>of</strong> different cohorts. Fertility, nuptialityor mortality experiences over a short period <strong>of</strong> time are just summed up to arrive at a finalproduct which is not representative for any <strong>of</strong> the contributing cohorts. These measures haveno meaning in real life. 2 The only exception is <strong>of</strong> course that <strong>of</strong> perfect stationarity. In fact,to give these period measures any meaning, the stationarity condition –i.e. the hypothesis<strong>of</strong> a frozen society in which cohorts are mere copies <strong>of</strong> each other– is absolutely essential.Incidentally, this not only pertains to the Total Fertility Rate and to the Singulate MeanAge at Marriage (SMAM) 3 , but also to all the indirectly standardized ‘Princeton measures’(i.e. Coale’s Ig, Im, Ih or If). All these are frequently used measures, because they providesummaries. But only quick and dirty ones. In fact, period measures are merely accountancytricks for impatient users. Indeed, to get an idea <strong>of</strong> a final intensity 4 , one has to be patient andwait till a certain age is reached by which most <strong>of</strong> the events have occurred. 5 But nothing willprevent us from measuring the events up to an earlier point (defined by either age or duration)to see where successive cohorts had arrived by that point. One way <strong>of</strong> doing this is to take a2It could be argued that Kuczynski’s gross and net reproduction rates (GRR and NRR) were major historical stepsforward. But these period measures and especially the NRR led very illustrious demographers down the garden pathand into the belief that Europe was going to die out. Despite the fact that the Lexis diagram was long known by the1930 s , the impact <strong>of</strong> a tempo shift was totally ignored, together with cohort analyses.3The inventor <strong>of</strong> SMAM, John Hajnal, was vividly aware <strong>of</strong> this condition, much more so than many subsequent userswho prefer the blurring effect <strong>of</strong> SMAM over the clean analysis <strong>of</strong> proportions married up to a given age (e.g. 20, 25 or30) at various points in time.4The final intensity <strong>of</strong> mortality is <strong>of</strong> course always unity, and much <strong>of</strong> what is going to be said here pertains to otherdemographic events.5The classic objection to cohort analysis is that pr<strong>of</strong>iles are incomplete. Here this “impatience factor” shows up veryclearly. It goes without saying that all one can do is try to complete the schedules for cohorts that are far enough, andpurely speculate or write scenarios for those that are just starting with the unfolding <strong>of</strong> the life course. Just face the factthat the future is unknown for younger cohorts, but that we can monitor their progress, year after year, with a minimum<strong>of</strong> data requirements.40

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