Titlebook: Oligopoly Dynamics; Models and Tools Tönu Puu,Irina Sushko Book 2002 Springer-Verlag Berlin Heidelberg 2002 Chance Theory.Oligopol.Oligopol

BIAS

Some Methods for the Global Analysis of Dynamic Games Represented by Iterated Noninvertible Mapsperiod . = 0, 1,..., . producers choose their actions, ..(.), ... ,..(.), by solving an optimization problem based on the knowledge of the actions observed in the past. For example, the classical Cournot adjustment (see Cournot, 1838, Teocharis, 1960, and many others) is obtained by assuming that at

progestogen

The Role of Competition, Expectations and Harvesting Costs in Commercial Fishinghis requires an interdisciplinary approach, because profit maximization arguments must be combined with the biological laws which regulate the natural growth of living resources in order to determine the long-run behavior of the natural system. The results obtained are often characterized by complex

Substitution

Cournot Duopoly with Kinked Demand According to Palander and Waldting from 1939, Tord Palander focused some interesting dynamics problems in Cournot duopoly when the demand curve was kinked linear and the marginal revenue curve hence jumped up, producing two different local profit maximising intersections with the curve of marginal cost, which was assumed constan

CYT

贞洁

GLADE

Chaos Synchronization and Intermittency in a Duopoly Game with Spillover Effectsrature, including the seminal paper by Rand (1978) and several papers after it (see e.g. Dana and Montrucchio, 1986, Puu, 1991, Kopel, 1996), where simple microeconomic situations have been proposed which lead to duopoly games with chaotic dynamics. The main concern, in this stream of literature, is