Aihua Zhang
Abstract
In this paper, we study an intertemporal
maximization problem of an infinitely-lived individual who faces both labor
income and asset return uncertainty. Given the growth rate of wage, the
uncertainty of labor income is caused by the stochastic labor supply which is
to be determined upon the available market information. Closed forms of
consumption, labor supply and portfolio are obtained analytically by means of the
martingale method. The Euler equation under uncertainty is established.
JEL Classifications:
C61; C73; G1; J22
Keywords:
Consumption, Labor Supply, Portfolio, Euler equation, Martingale.
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