Equilibrium selection in a nonlinear duopoly game with adaptive expectations

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Three-dimensional discrete-time Lotka-Volterra models with an application to industrial clusters (2010, background): “[16,17]) because the dynamic process becomes path-dependent, i.”
Heterogeneous duopoly with isoelastic demand function (2010, background): “This kind of mechanism is called adaptive and examples of its application to duopolistic markets are given, among the others, in Kopel (1996), Agiza (1999), Bischi and Kopel (2001), Agliari et al. (2005, 2006).”
Oligopoly games with Local Monopolistic Approximation (2007, background): “…rise to 2 Other kinds of expectations mechanisms can be used, such as adaptive expectations, see for example Szidarovszky and Okuguchi (1988) and Bischi and Kopel (2001). a discrete-time dynamical system (Section 2) qi(t + 1) = ri(q−i(t)) (7) Every Nash equilibrium is also an equilibrium of…”
Nonlinear dynamics in the Cournot duopoly game with heterogeneous players (2002, background): “Others study of the dynamics of oligopoly models with more firms and other modifications include Ahmed and Agiza [8], Agiza [5] and Agiza et al. [9] such efforts have been extended by Bischi and Kopel [ 10 ] in a duopoly game with adaptive expectations.”