Chemistry Reference
In-Depth Information
Dockner, E., Jorgensen, S., Long, N., & Sorger, G. (2000).
Differential games in economics and
management science
. Cambridge University Press, Cambridge, UK.
Fernandes, A., Gutierrez, C., & Rabanal, R. (2004). Global asymptotic stability for differentiable
vector fields of
R
2
.
Journal of Differential Equations
,
206
(2), 470-482.
Fisher, F. (1961). The stability of the Cournot oligopoly solution: The effect of speeds of
adjustment and increasing marginal costs.
Review of Economic Studies
,
28
, 125-135.
Flam, S. (1993). Oligopolistic competition: From stability to chaos.
In
L. F.Gori and M.Galeotti
(Eds.),
Nonlinear dynamics in economics and social sciences
.
Lecture notes in economics and
mathematical systems
(Vol. 399). Berlin: Springer.
Forgo, F., Szep, J., & Szidarovszky, F. (1999).
Introduction to the theory of games
. Dordrecht:
Kluwer.
Frank, C. (1965). Entry in a Cournot market.
Review of Economic Studies
,
32
, 245-250.
Friedman, J. W. (1977).
Oligopoly and the theory of games
. Amsterdam: North Holland.
Friedman, J. W. (1982). Oligopoly theory.
In
K. Arrow and M. Intriligator (Eds.),
Handbook
of mathematical economics
(Vol. II, pp. 491-534). Amsterdam: North-Holland.
Friedman, L. (1958). Game-theory models in the allocation of advertising expenditures.
Operations
Research
,
6
, 699-709.
Fudenberg, D., & Levine, D. (1998).
The theory of learning in games
. Cambridge, MA: MIT.
Furth, D. (1986). Stability and instability in oligopoly.
Journal of Economic Theory
,
40
, 197-228.
Furth, D. (2009). Anything goes with heterogeneous but not always with homogeneous oligopoly.
Journal of Economic Dynamics and Control
,
33
, 183-203.
Gates, D. J., Rickard, J. A., & Westcott, M. (1982). Exact cooperative solutions of a duopoly model
without cooperation.
Journal of Mathematical Economics
,
9
, 27-35.
Gordon, H. (1954). The economic theory of a common property resource: The fishery.
Journal
of Political Economy
,
62
, 124-142.
Grebogi, C., Ott, E., & Yorke, J. (1983). Crises, sudden changes in chaotic attractors and transient
chaos.
Physica D
,
7
(1-3), 181-200.
Guckenheimer, J., & Holmes, P. (1983).
Nonlinear oscillations, dynamical systems and bifurca-
tions of vector fields
. Berlin: Springer.
Gumowski, I., & Mira, C. (1980).
Dynamique chaotique
. Toulose: Cepadues Editions.
Gutierrez, C. (1995). A solution to the bidimensional global asymptotic stability conjecture.
Annales de l'Institut Henri Poincare (C) Analyse Non Lineaire
,
12
(6), 627-671.
Hahn, F. (1962). The stability of the Cournot solution.
Journal of Economic Studies
,
29
, 329-331.
Hall, T., Szidarovszky, F., & Zhao, J. (2004). Some notes on a dynamic model of international
fishing.
Pure Mathematics and Applications
,
15
(1), 45-54.
Halse, C., Homer, M., & di Bernardo, M. (2003). C-bifurcations and period-adding in one-
dimensional piecewise-smooth maps.
Chaos, Solitons & Fractals
,
18
, 953-976.
Hanssens, D. M., Parsons, L. J., & Schultz, R. L. (1990).
Market response models: Econometric
and time series analysis
. Dordrecht: Kluwer.
Hill, M., & Waterson, M. (1983). Labor-managed Cournot oligopoly and industry output.
Journal
of Comparative Economics
,
7
, 43-51.
Hirsch, M., Pugh, C., & Shub, M. (1977).
Invariant manifolds
.
In Lecture Notes in Mathematics
(Vol. 583). Berlin: Springer.
Hommes, C. (1991). Chaotic dynamics in economic models: Some simple case studies.
Thesis
University of Groningen
. Groningen: Wolters-Noordhoff.
Hommes, C. (1995). A reconsideration of Hick's non-linear trade cycle model.
Structural Change
and Economic Dynamics
,
6
, 435-459.
Hommes, C., & Nusse, E. (1991). 'Period three to period two bifurcations for piecewise linear
models.
Journal of Economics
,
54
(2), 157-169.
Hommes, C., Nusse, E., & Simonovits, A. (1995). Cycles and chaos in a socialist economy.
Journal
of Economic Dynamic and Control
,
19
, 155-179.
Howrey, E., & Quandt, R. (1968). The dynamics of the number of firms in an industry.
Review
of Economic Studies
,
35
, 349-353.
Search WWH ::
Custom Search