Abstract:The purpose of this paper is to apply some specific results of matrix analysis to the study of the solvability properties of linear joint production models, both for the non-square case and for the square case.
We take into consideration various relationships existing between<br />eigenvalues and eigenvectors of suitable matrices or matrix pairs and the equilibrium solutions of the classical von Neumann growth model and of other related economic models.
We take into consideration various relationships existing between<br />eigenvalues and eigenvectors of suitable matrices or matrix pairs and the equilibrium solutions of the classical von Neumann growth model and of other related economic models.
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