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Abstract This note explains the fundamentals of intertemporal optimization for consumer behaviour modelled in continuous time when preferences are recursive as in Uzawa and Epstein. After the differential in utility and the differential in the value of assets have been defined and computed, the optimization principle is summarized and fully set out in one equation equating the former with the utility value of the latter. This equation is then shown to be equivalent to Pontryagin’s maximum principle, and a close analogy is drawn between static and dynamic consumer theory.
The Japanese Economic Review – Springer Journals
Published: Mar 1, 1997
Keywords: economics, general; microeconomics; macroeconomics/monetary economics//financial economics; econometrics; development economics; economic history
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