Economic models and the relevance of “chaotic regions”:An application to Goodwin's growth cycle model S. Sordi OriginalPaper Pages: 3 - 19
Adaptively evolving expectations in models of monetarydynamics‐ The fundamentalists forward looking C. ChiarellaP. Khomin OriginalPaper Pages: 21 - 34
Keynesian monetary growth dynamicsin open economies C. ChiarellaP. Flaschel OriginalPaper Pages: 35 - 59
Asymptotic growth ratesin knowledge‐exchanging economies V.F. BorisovG. HutschenreiterA.V. Kryazhimskii OriginalPaper Pages: 61 - 73
Modelling chaotic behaviour in agricultural pricesusing a discrete deterministic nonlinear price model Z. BacsiB. Vizvári OriginalPaper Pages: 125 - 148
Nonlinear dynamics in the Cournot modelwithout full information D. LéonardK. Nishimura OriginalPaper Pages: 165 - 173
Dynamic externalities:Comparing conditions for Hopf bifurcationunder laissez‐faire and planning F. Wirl OriginalPaper Pages: 177 - 194
Local dynamics for optimal control problemsof three‐dimensional ODE systems P.M.B. Brito OriginalPaper Pages: 195 - 214
Markov Perfect Equilibria for a classof capital accumulation games E.J. DocknerM. PlankK. Nishimura OriginalPaper Pages: 215 - 230
Symmetry‐breaking bifurcations and representativefirm in dynamic duopoly games G.‐I. BischiM. GallegatiA. Naimzada OriginalPaper Pages: 252 - 271
On the dynamics of word of mouth learningwith and without anticipations H. Dawid OriginalPaper Pages: 273 - 295
Genetic engineering via negative fitness:Evolutionary dynamics for global optimization I.M. BomzeV. Stix OriginalPaper Pages: 297 - 318
An improved Ant System algorithm for theVehicle Routing Problem B. BullnheimerR.F. HartlC. Strauss OriginalPaper Pages: 319 - 328