Asymptotic behavior of optimal paths in homogeneous macroeconomic models (Q1085035)

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scientific article; zbMATH DE number 3980859
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Asymptotic behavior of optimal paths in homogeneous macroeconomic models
scientific article; zbMATH DE number 3980859

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    Asymptotic behavior of optimal paths in homogeneous macroeconomic models (English)
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    1985
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    We investigate the behavior of optimal paths over long planning periods for a wide class of technology models having the property of positive homogeneity. It is shown that for a concave growth rate function, the optimal states are strongly convergent to the balanced proportional growth solution. For the two-commodity case, the concavity assumption may be omitted.
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    behavior of optimal paths
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    long planning periods
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    positive homogeneity
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