Abstract
Levy (2002) and Dragone (2009) showed that rational agents tend to become overweight. Their result is shown to be equivalent to a seemingly innocuous assumption placed on the instantaneous utility function. It is also shown that their models can rationalize agents who are underweight, or even the physiologically optimal weight, in a steady state. These deductions follow from a more complete characterization of the steady state solutions of their rational eating models, in which three general inequalities are shown to hold in a steady state and an equivalence among the signs of four steady state expressions is demonstrated.
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