This paper describes a class of dynamic stochastic linear quadratic equilibrium models. A model is specified by naming lists of matrices that determine preferences, technology, and the information structure. Aggregate equilibrium allocations and prices are computed by solving a social planning problem in the form of an optimal linear regulator. Heterogeneity among agents is permitted. Several examples are computed.
*Published:
With Ravi Jagannathan, published as "Implications of Security Market Datafor Models of Dynamic Economies", Journal of Political Economy, Vol. 99,no. 2 (1991): 225-262.
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