Oligopoly theory is one of the most intensively studied areas of mathematical economics. On
the basis of the pioneering works of Cournot (1838), many researchers have developed and …

Following the work of Yorke and Li in 1975, the theory of discrete dynamical systems and
difference equations developed rapidly. The applications of difference equations also grew …

We analyze a nonlinear discrete time Cournot duopoly game, where players have adaptive
expectations. The evolution of expected outputs over time is generated by the iteration of a …

We consider a Cournot oligopoly game, where firms produce an homogenous good and the
demand and cost functions are nonlinear. These features make the classical best reply …

An evolutionary game theoretic model of Cournot competition is investigated. Individuals
choose from a finite set of different behavioral rules. Each rule specifies the quantity to be …

This paper considers dual-channel game model with bounded rationality, using the theory of
bifurcations of dynamical system. The business objectives of retailers are assumed to be …

We consider a Kaldor-type discrete-time nonlinear business cycle model in income and
capital, where investment is assumed to depend both on the difference between normal and …

This paper reconsiders the Cournot oligopoly (noncooperative) game with iso-elastic
demand and constant marginal costs, one of the rare cases where the reaction functions can …

In this paper we consider the impact of spillovers occurring within each of two groups of firms
on the long run agglomeration patterns in a market. In each period every single firm can …

We consider a three-dimensional discrete dynamical system that describes an application to
economics of a generalization of the Lotka–Volterra prey–predator model. The dynamic …