Article ID Journal Published Year Pages File Type
5098613 Journal of Economic Dynamics and Control 2014 18 Pages PDF
Abstract
I study how boundedly rational agents can learn a “good” solution to an infinite horizon optimal consumption problem under uncertainty and liquidity constraints. Using an empirically plausible theory of learning I propose a class of adaptive learning algorithms that agents might use to choose a consumption rule. I show that the algorithm always has a globally asymptotically stable consumption rule, which is optimal. Additionally, I present extensions of the model to finite horizon settings, where agents have finite lives and life-cycle income patterns. This provides a simple and parsimonious model of consumption for large agent based models.
Related Topics
Physical Sciences and Engineering Mathematics Control and Optimization
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