Titlebook: Nonlinear Evolution of Spatial Economic Systems; Peter Nijkamp,Aura Reggiani Book 1993 Springer-Verlag Berlin · Heidelberg 1993 Chaos Theo

Peristalsis

Lessons from Nonlinear Dynamic Economicsx, which is largely filled with linear and comparative static instruments. Clearly, linear economic models do not necessarily generate stable solutions, but their evolution is only capable of generating four types of time paths: oscillatory and stable; oscillatory and explosive; monotonic and stable

音的強弱

無能力之人

Femine

Complex Transient Motion in Continuous-Time Economic Modelsal applied sciences, an emphasis has been put on the description of so-called ., i.e., sets of points to which trajectories starting in a neighbourhood of this set eventually converge but which are neither a fixed point nor a closed curve. Strange attractors have attracted the attention of many econ

Surgeon

–FER

Microeconomics and the Dynamic Modelling of Spatial Systems the inadequacy of the treatment of time has been the most glaring. The adoption of the mathematics of nonlinearity has helped us to address some old problems in novel ways and it has opened up some important new lines of inquiry. However, some of the ways in which nonlinear dynamics has been incorp

裙帶關(guān)系

新奇

Speculations on Fractal Geometry in Spatial Dynamicsing of real and natural systems with all their imperfections to the limit of our analytical powers, fractals and their geometry have attracted very widespread attention. The idea that the geometry of Euclid is but a special case of a more general geometry in which the irregular and the fractional ra

insecticide

Preamble