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Forward-looking variables in deterministic control
DOI:10.1007/BF02205452.png)
摘要
En 中文
In this paper, we adapt the Fair and Taylor [4] method for forward-looking variables in simulation models to control theory models. In particular, we develop a procedure for solving quadratic linear control models when there are forward-looking variables in the system equations. The simplest way to do this for deterministic problems would be to stack up the variables for all time periods using Theil's procedure [9], as suggested by Hughes-Hallet and Rees [5] for simulation models and done by Becker and Rustem [7] for perfect foresight problems. However, we plan to continue from the current paper and develop similar procedures for passive and active learning control problems, and the stacking procedure does not seem as natural for those problems. Therefore, we will use the Fair-Taylor approach here and adapt it for deterministic quadratic linear problems.
Keyword:
RATIONAL-EXPECTATIONS
MODELS
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4.5
论文数:
8.1K
被引数:
2.1W
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引用论文
SOLUTION AND MAXIMUM-LIKELIHOOD ESTIMATION OF DYNAMIC NONLINEAR RATIONAL-EXPECTATIONS MODELS
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