C. Marchetti et al., HUMAN-POPULATION DYNAMICS REVISITED WITH THE LOGISTIC MODEL - HOW MUCH CAN BE MODELED AND PREDICTED, Technological forecasting & social change, 52(1), 1996, pp. 1-30
Decrease or growth of population comes from the interplay of death and
birth (and locally, migration). We revive the logistic model, which w
as tested and found wanting in early-20th-century studies of aggregate
human populations, and apply it instead to life expectancy (death) an
d fertility (birth), the key factors totaling population. For death, o
nce an individual has legally entered society, the logistic portrays t
he situation crisply. Human life expectancy is reaching the culminatio
n of a two-hundred year-process that forestalls death until about SO f
or men and the mid-80's for women. No breakthroughs in longevity are i
n sight unless genetic engineering comes to help. For birth, the logis
tic covers quantitatively its actual morphology. However, because we h
ave not been able to model this essential parameter in a predictive wa
y over long periods, we cannot say whether the future of human populat
ion is runaway growth or slow implosion. Thus, we revisit the logistic
analysis of aggregate human numbers. From a niche point of view, reso
urces are the limits to numbers, and access to resources depends on te
chnologies. The logistic makes clear that for homo faber, the limits t
o numbers keep shifting. These moving edges may most confound forecast
ing the long-run size of humanity.