Recursive preferences have found widespread application in representative-agent asset-pricing models and general equilibrium. A majority of these applications exploit two decision-theoretic properties not shared by the standard model of intertemporal choice: (i) agents care about the...

The paper provides a representation theorem for the class of all stationary preferences in a stochastic environment. A notion of ambiguity aversion applicable to such preferences is also proposed. The analysis helps discriminate between dynamic models of ambiguity aversion and expected utility...

We explore the set of preferences defined over temporal lotteries in an infinite horizon setting. We provide utility representations for all preferences that are both recursive and monotone. Our results indicate that the class of monotone recursive preferences includes Uzawa and risk-sensitive...