References - Nonlinear Oligopolies: Stability and Bifurcations - page 316

Howroyd, T. D., & Russell, A. M. (1984). Cournot oligopoly models with time delays. Journal
of Mathematical Economics , 13 (2), 97-103.
Howroyd, T., & Rickard, J. (1981). Cournot oligopoly and output adjustment costs. Economics
Letters , 7 (2), 113-117.
Invernizzi, S., & Medio, A. (1991). On lags and chaos in economic dynamic models. Journal
of Mathematical Economics , 20 , 521-550.
Jackson, E. (1989). Perspectives of nonlinear dynamics (Vol. 1 & 2). Cambridge University Press,
Cambridge, UK.
Karnani, A. (1985). Strategic implications of market share attraction models. Management Science ,
31 , 536-547.
Kirman, A. (1975). Learning by firms about demand conditions. In R. H. Day & T. Groves (Eds.),
Adaptive economic models ( pp. 137-156) . New York: Academic.
Kirman, A. (1983). On mistaken belief and resultant equilibria. In R. Frydman & E. S. Phelps
(Eds.), Individual forecasting and aggregate outcomes (pp. 147-166). New York: Cambridge
University Press.
Kirman, A. (1995). Learning in oligopoly: Theory, simulation, and experimental evidence. In
A. Kirman & M. Salmon (Eds.), Learning and rationality in economics (pp. 127-178). Oxford,
UK: Blackwell.
Kirman, A., & Salmon, M. (1995). Learning and rationality in economics . Oxford, UK: Blackwell.
Kopel, M. (1996). Simple and complex adjustment dynamics in Cournot duopoly models. Chaos,
Solitons & Fractals 7(12) , 2031-2048.
Kopel, M. (2009). Oligopoly dynamics. in J. Barkley-Rosser Jr. (Ed.), Handbook of research on
complexity . Northampton, MA: Edward Elgar. Chapter 6.
Kopel, M., & Szidarovszky, F. (2006). Resource dynamics under partial cooperation in an
oligopoly. Journal of Optimization Theory , 128 (2), 393-410.
Kubicek, M., & Marek, M. (1986). Computational methods in bifurcation theory and dissipative
structures . Berlin: Springer.
Leonard, D., & Nishimura, K. (1999). Nonlinear dynamic in the Cournot model without full
information. Annals of Operations Resesarch , 89 , 165-173.
Li, W., Rychlik, M., Szidarovszky, F., & Chiarella, C. (2003). On the attractivity of a class of
homogeneous dynamic economic systems. Nonlinear Analysis , 52 , 1617-1636.
Li, W., & Szidarovszky, F. (1999 a ). An elementary result in the stability theory of time invariant
nonlinear dynamical systems. Applied Mathematics and Computation , 102 , 35-49.
Li, W., & Szidarovszky, F. (1999 b ). The stability of Nash-Cournot equilibria in labor-managed
oligopolies. Southwest Journal of Pure and Applied Mathematics , 10 , 1-22.
Lorenz, H. W. (1995). Nonlinear dynamical economics and chaotic motion (2nd ed.). Berlin:
Springer.
Mailath, G. (1998). Do people play Nash equilibrium? Lessons from evolutionary game theory.
Journal of Economic Literature , 36 , 1347-1374.
Maistrenko, Y., Maistrenko, V., & Chua, L. (1993). Cycles of chaotic intervals in a time-delayed
chuas circuit. International Journal of Bifurcation and Chaos , 3 (6), 1557-1572.
Maistrenko, Y., Maistrenko, V., & Vikul, S. (1998). On period-adding sequences of attracting
cycles in piecewise linear maps. Chaos, Solitons & Fractals , 9 (1), 67-75.
Maistrenko, Y., Maistrenko, V., Vikul, S., & Chua, L. (1995). Bifurcations of attracting cycles from
time-delayed chuas circuit. International Journal of Bifurcation and Chaos , 5 (3), 653-671.
Marimon, R. (1997). Learning from learning in economics. In D. Kreps & K. Wallis (Eds.),
Advances in economics and econometrics (pp. 278-315). Cambridge, UK: Cambridge Uni-
versity Press.
Matsumoto, A., & Serizawa, N. (2007), Strategic trade policy under isoelastic demand and
asymmetric production costs. The Annals of Regional Science , 41 (3), 525-543.
McManus, M., & Quandt, R. (1961). Comments on the stability of the Cournot oligopoly model.
Review of Economic Studies , 27 , 136-139.
Medio, A., & Lines, M. (2001). Nonlinear dynamics: A primer . Cambridge, UK: Cambridge
University Press.