Malthus observed that agricultural output only ever grew “arithmetically,” whereas population, which he calculated (erroneously) tended to double naturally every twenty-five years, grew “geometrically” or exponentially. He believed that, as a result of this imbalance, whenever improvements in agricultural productivity increased total food supply, peasants would inevitably set about creating more mouths to feed, with the result that any per capita surplus was soon lost. He viewed land as an ultimate constraint on the amount of food that could be grown, noting that the marginal utility of
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