A stability problem with nonstationary overlapping generations equilibria (Q1111450)

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scientific article; zbMATH DE number 4074768
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A stability problem with nonstationary overlapping generations equilibria
scientific article; zbMATH DE number 4074768

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    A stability problem with nonstationary overlapping generations equilibria (English)
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    1988
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    Overlapping generations models are characterized by severe market incompleteness. Future generations are unable to signal their demands on present markets. As a consequence, exogenous shifts in traders' characteristics may induce delayed reactions. The main theorem states that if preferences take a certain form every nonstationary equilibrium is subject to such delayed reactions. The proof relies on a transversal density argument. ``The possibility of delayed reactions reinforces the intuitive implausibility of nonstationary fulfilled expectations equilibria. In the absence of stationary equilibrium, disequilibrium may be a more plausible outcome than nonstationary equilibrium.'' (p. 432)
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    rational expectations
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    stability
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    Overlapping generations
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    market incompleteness
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    delayed reactions
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    nonstationary equilibrium
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