When does viability imply structural stability of a linear dynamic system in discrete time?

Authors

  • José Ramón Guzmán Ciencias Económicas, UACPyP, UNAM
  • Martín Puchet Ciencias Económicas, UACPyP, UNAM

DOI:

https://doi.org/10.24201/ee.v9i1.280

Keywords:

theory of control mathematics, structural stability

Abstract

This paper presents some findings of the theory of control mathematics. These findings are complemented with those referred to viability of lineal dynamic systems on a discrete time-period. The purpose of the paper is to establish which conditions should be satisfied by those systems for their viability with structural stability.

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Published

1994-01-01

How to Cite

Ramón Guzmán, J., & Puchet, M. (1994). When does viability imply structural stability of a linear dynamic system in discrete time?. Estudios Económicos De El Colegio De México, 9(1), 137–153. https://doi.org/10.24201/ee.v9i1.280

Issue

17-vol. 9, no. 1, january-june, 1994

Section

Articles