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Stability conditions for three-dimensional maps and their associated bifurcation types

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ABSTRACT We present analytical tools that may be useful in studying the behaviour of dynamic economic models formulated in discrete time. In particular, we provide a simplified set of conditions… Click to show full abstract

ABSTRACT We present analytical tools that may be useful in studying the behaviour of dynamic economic models formulated in discrete time. In particular, we provide a simplified set of conditions for the stability of fixed points of three-dimensional maps, and the bifurcation types associated with them.

Keywords: three dimensional; stability conditions; dimensional maps; bifurcation types

Journal Title: Applied Economics Letters
Year Published: 2019

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