Abstract
The stability of stationary equilibria under genetic-algorithm
adaptation is studied
in an overlapping-generations economy with a
unique, monetary steady-state and two-period cyclic equilibria.
Agents use the genetic algorithm to update their
labor-supply decisions. The results of simulations and the analysis of the
dynamics
show that the two-period cycle is stable and that the
steady-state equilibrium is
unstable under genetic-algorithm
adaptation. The dynamics are driven primarily by
the wealth and
substitution effects that lead to the
algorithm's convergence to the two-period cycle.
Publisher
Cambridge University Press (CUP)
Subject
Economics and Econometrics
Cited by
34 articles.
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