Calcul explicite des constantes de renormalisation pour des classes particulières de fonctions unimodales
Can drag force suppress Fermi acceleration in a bouncer model?
Chaos and complexity in a simple model of production dynamics.
Chaos and geometric order in architecture and design.
Chaos: Challenges from and to socio-spatial form and policy.
Chaos control of a fractional-order financial system.
Chaos in a predator-prey system with impulsive perturbations and stage structure for the predator.
Chaos in ecology: The topological entropy of a tritrophic food chain model.
Chaotic behaviour in the solar system
Chaotic behaviour of continuous dynamical system generated by Euler equation branching and its application in macroeconomic equilibrium model
We focus on the special type of the continuous dynamical system which is generated by Euler equation branching. Euler equation branching is a type of differential inclusion , where are continuous and at every point . It seems this chaotic behaviour is typical for such dynamical system. In the second part we show an application in a new formulated overall macroeconomic equilibrium model. This new model is based on the fundamental macroeconomic aggregate equilibrium model called the IS-LM model....
Chaotic dynamics in a flexible exchange rate system: a study of noise effects.
Chaotic patterns in aeroelastic signals.
Chaotic time series analysis.
Cognition: Differential-geometrical view on neural networks.
Collision Orbits in the Anisotropic Kepler Problem.
Comparison of six models of antiangiogenic therapy
Six models of antiangiogenic therapy are compared and analyzed from control-theoretic point of view. All of them consist of a model of tumor growth bounded by the capacity of a vascular network developed by the tumor in the process of angiogenesis and different models of dynamics of this network, and are based on the idea proposed by Hahnfeldt et al. Moreover, we analyse optimal control problems resulting from their use in treatment protocol design.
Competition between plasmid-bearing and plasmid-free organisms in a chemostat with pulsed input and washout.
Competitive Exclusion in a Discrete Stage-Structured Two Species Model
We develop a stage-structured model that describes the dynamics of two competing species each of which have sexual and clonal reproduction. This is typical of many plants including irises. We first analyze the dynamical behavior of a single species model. We show that when the inherent net reproductive number is smaller than one then the population will go to extinction and if it is larger than one then an interior equilibrium exists and it is globally asymptotically stable. Then we analyze...
Complete polynomial vector fields in simplexes with application to evolutionary dynamics.
Complex dynamics in a nonlinear cobweb model for real estate market.