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by someone
Written in the spirit of the Socratic Economics Series
From the June 26th Salon: The Future of American Power My first reaction was my usual frustration that the need for fresh young babies are taken for granted, and that the finite carrying capacity of the earth seems to be taken into account nowhere. But on a second examination, there is something else potentially amiss here. Children and the old have one thing in common. They are not economically productive, and they require resources for their survival. Yet, somehow, the old are in this type of article considered only a burden, and the young, only a benefit in terms of future workers. Yet, right now, they both need nourishment and care, and give nothing (of economic value) in return. Thus it would seem, to me, naively, that perhaps fewer children to support would make the numerous aging more affordable. Sure, they will provide fewer workers later, but at that point we would expect even fewer children. In effect, the two 'parasitic' age groups would balance each other out. So, what would the demographics of a shrinking population look like? Promoted by DoDo
Well, I will have to begin with a bunch of assumptions, as I don't have time to make a detailed analysis of the topic, and then do some very quick population simulations. Let's start with the death rate. I withdrew some numbers quickly from Statistiska centralbyrån, the Swedish statistics agency. By looking at a the difference in population year to year in the different one year age groups, I calculate which fraction of each dies. (I.e. of the n-year olds, how many survive to n+1 the year after?) With some light, (very) approximative, exponential fitting that extrapolates a bit after 100, and make 105 the definite maximum age, I get the following Death Rate curve:
![]() (DeathRate = exp((t-105)/9)) Then I fudge together my approximately stabilized base population, with a brisk birth rate of 1.5 children per person, or 3 per couple. (These are calculated as 1.5 children of the mean of the 25-40 year olds for next years population). I then run populations with births and deaths forward for 150 years. I create 8 different curves, the first one holding steady at 1.5 births, and the other 7 decreasing over 50 years to between 1.4 and 0.8, and then holding steady for the remaining 100 years. I display three different age groups in the graphs: 0-20 (unproductive) 21-64 (productive) and 65+ (unproductive). The colors match between the two graphs, and blue to red they represent 1.5, 1.4, 1.3, 1.2, 1.1, 1.0, 0.9, and 0.8 children per person.
Thus it seems, that my very simplified model yields a (slightly) larger productive slice of society with shrinking birth rates! (~52% -> 54%, comparing 1.5 to 0.8 children) at the end of the 150 years. How should demographics and their economic impact be modeled? Are all 'unproductive' people the same? Do old people cost more than young to maintain? How much would things change if we allow for a changing death profile, with an increased life span? How much is an average human lifespan expected to rise over the next N years? Are more young people really as important as seems to be assumed?
Or do we simply need more people each generation to pay interest on the debt of the previous one, and preferably provide some 'growthing' on top of this? Are they needed to provide an increased 'quantity of lifestyle'?
[editor's note, by Migeru] Socratic Economics is an occasional series of questions posed in a Socratic effort to understand economics. Previous entries:
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Socratic Economics XI: Demographics | 55 comments (55 topical, 0 editorial, 0 hidden)
Socratic Economics XI: Demographics | 55 comments (55 topical, 0 editorial, 0 hidden)
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