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Nonlinear supply and demand model with two interrelated markets

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Auteur
Zachilas, L.; Gkana, A.
Date
2011
Sujet
Bifurcations
Chaos
Non-linear supply and demand model
Strange attractor
Discrete dynamical systems
Dynamical analysis
Linear supply and demand model
Non-Linearity
Nonlinear terms
Period doubling bifurcation
Stability condition
Strange attractors
Supply and demand
Bifurcation (mathematics)
Chaos theory
Commerce
Dynamical systems
Economics
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Résumé
Our target in this paper is to observe how the presence of nonlinear terms in the supply and demand model changes the price behavior of the system. The dynamical analysis refers, mainly, to discrete dynamical systems. We start with a simple linear supply and demand model with two markets interacting with each other. The stability conditions for the linear model are presented. Afterwards we add nonlinear terms and try to observe, if the presence of nonlinearity in the supply and demand model with two interrelated markets exhibits chaotic price behavior. Chaos bursts in the system via period-doubling bifurcations, and all orbits converge to a strange attractor. © 2011 Kavala Institute of Technology.
URI
http://hdl.handle.net/11615/34765
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