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the chessboard, he owed about one and a half trillion tons of rice for that  best way to accomplish this. Malthus suggested
            square alone—more than the annual production of his entire kingdom!  that a man shouldn’t marry until he had saved
            Some versions of the fable say that the audacious inventor was beheaded  up enough money to support five or six children.
            once the king realized his mistake.                               Most controversially, Malthus blamed the
               Malthus argued that the human population, if left unchecked, would  poor’s poverty on themselves. People weren’t
            tend to increase exponentially. This was not purely theoretical; he cited  poor because of oppressive employers, or un-
            calculations made by Benjamin Franklin showing that the population of  fairly low wages or any other social or political
            the United States had indeed been doubling every twenty-five years. In  reason. The poor were poor because there were
            fact, Franklin’s estimate accurately predicted American population growth  too many of them, and they were having too
            up through 1890.                                              many children. Keep the birth rate level with
               Unfortunately for the human race, Malthus claimed that it was not  the death rate, Malthus proposed, and poverty
            possible for agricultural production to increase geometrically, though he  would disappear.
            had no data to support this contention. He arbitrarily determined that the   From the very beginning, Malthus’ views
            best increase anyone could hope for in agriculture was an “arithmetical”  were heavily criticized. Karl Marx claimed that
            increase. Thus, one unit of production might be able to double to two in  the real problem was an exploitative capitalistic
            the next year but then could only increase to three, then four, then five.  system. Charles Dickens argued that blaming the
            In fact, he predicted that per-acre yields would actually diminish in the  poverty of the poor on their numbers was hard-
            long run because of soil exhaustion.                          hearted and cruel. And a few people pointed out
               If population increased geometrically and food supply could only  that plants and animals also had the potential to
            increase arithmetically, the gap between demand for food and actual sup-  increase exponentially, at a much faster rate than
            ply would increase exponentially each year (Figure 2). Obviously, such  humans—so why couldn’t food production keep
            an increase of population in excess of the food supply was impossible in  up with population growth?
            reality, since human beings cannot live without food. Thus came into play   Moral and social concerns aside, most
            what Malthus called the “checks” on population growth.        people had discarded Malthus by the end of the
               Malthus said that there were two kinds of “checks” on population  nineteenth century for the simple reason that
            growth. One type, the “positive checks,” would raise the death rate to equal  none of his predictions came true. The Industrial
            the birth rate and thus keep population stable. Poverty, war, prostitution,  Revolution and its concurrent increase in popu-
            disease and famine all fell into this category of “positive checks”—all  lation was accompanied by an agricultural revo-
            very undesirable.                                             lution, with food production actually increasing
               The only way to keep the “positive checks” from operating, Malthus  faster than population growth. Malthus hadn’t
            argued, was for people to voluntarily adopt “preventive checks” and lower  foreseen that—so why should he have been right
            the birth rate to equal the death rate. He proposed late marriage as the  about anything else?


























                     FIGURE 2. When population increases geometrically and food increases arithmetically, as Malthus
                     proposed, the gap quickly becomes impossibly large. (Graphical representation of the numbers
                     listed in Malthus, Principle of Population.)

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